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|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.return_stt_lid | val return_stt_lid : Prims.list Prims.string | let return_stt_lid = mk_pulse_lib_core_lid "return_stt" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 55,
"end_line": 321,
"start_col": 0,
"start_line": 321
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let return_stt_lid =
| mk_pulse_lib_core_lid "return_stt" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_intro_exists | val mk_intro_exists (u: R.universe) (a p e: R.term) : R.term | val mk_intro_exists (u: R.universe) (a p e: R.term) : R.term | let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 42,
"end_line": 267,
"start_col": 0,
"start_line": 263
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u220: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
p: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.intro_exists_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_intro_exists (u: R.universe) (a p e: R.term) : R.term =
| let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_forall | val mk_forall : u206: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
p: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 42,
"end_line": 256,
"start_col": 0,
"start_line": 253
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u206: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
p: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.forall_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_forall (u: R.universe) (a p: R.term) =
| let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.return_stt_atomic_noeq_lid | val return_stt_atomic_noeq_lid : Prims.list Prims.string | let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 79,
"end_line": 324,
"start_col": 0,
"start_line": 324
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return" | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let return_stt_atomic_noeq_lid =
| mk_pulse_lib_core_lid "return_stt_atomic_noeq" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_intro_exists_erased | val mk_intro_exists_erased (u: R.universe) (a p e: R.term) : R.term | val mk_intro_exists_erased (u: R.universe) (a p e: R.term) : R.term | let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 42,
"end_line": 273,
"start_col": 0,
"start_line": 269
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u228: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
p: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.intro_exists_erased_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_intro_exists_erased (u: R.universe) (a p e: R.term) : R.term =
| let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.intro_exists_lid | val intro_exists_lid : Prims.list Prims.string | let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 59,
"end_line": 245,
"start_col": 0,
"start_line": 245
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let intro_exists_lid =
| mk_pulse_lib_core_lid "intro_exists" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.return_stt_noeq_lid | val return_stt_noeq_lid : Prims.list Prims.string | let return_stt_noeq_lid = mk_pulse_lib_core_lid "return" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 56,
"end_line": 322,
"start_col": 0,
"start_line": 322
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let return_stt_noeq_lid =
| mk_pulse_lib_core_lid "return" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_total | val mk_total : t: FStar.Stubs.Reflection.Types.typ -> FStar.Stubs.Reflection.V2.Data.comp_view | let mk_total t = R.C_Total t | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 28,
"end_line": 211,
"start_col": 0,
"start_line": 211
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | t: FStar.Stubs.Reflection.Types.typ -> FStar.Stubs.Reflection.V2.Data.comp_view | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.typ",
"FStar.Stubs.Reflection.V2.Data.C_Total",
"FStar.Stubs.Reflection.V2.Data.comp_view"
] | [] | false | false | false | true | false | let mk_total t =
| R.C_Total t | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.add_inv_tm | val add_inv_tm (p is i: R.term) : R.term | val add_inv_tm (p is i: R.term) : R.term | let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i] | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 32,
"end_line": 298,
"start_col": 0,
"start_line": 296
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
p: FStar.Stubs.Reflection.Types.term ->
is: FStar.Stubs.Reflection.Types.term ->
i: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.term",
"FStar.Reflection.V2.Derived.mk_app",
"Prims.Cons",
"FStar.Stubs.Reflection.V2.Data.argv",
"Pulse.Reflection.Util.im",
"Pulse.Reflection.Util.ex",
"Prims.Nil",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.add_inv_lid"
] | [] | false | false | false | true | false | let add_inv_tm (p is i: R.term) : R.term =
| let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i] | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.remove_inv_tm | val remove_inv_tm (p is i: R.term) : R.term | val remove_inv_tm (p is i: R.term) : R.term | let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i] | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 32,
"end_line": 302,
"start_col": 0,
"start_line": 300
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
p: FStar.Stubs.Reflection.Types.term ->
is: FStar.Stubs.Reflection.Types.term ->
i: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.term",
"FStar.Reflection.V2.Derived.mk_app",
"Prims.Cons",
"FStar.Stubs.Reflection.V2.Data.argv",
"Pulse.Reflection.Util.im",
"Pulse.Reflection.Util.ex",
"Prims.Nil",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.remove_inv_lid"
] | [] | false | false | false | true | false | let remove_inv_tm (p is i: R.term) : R.term =
| let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i] | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.elim_exists_lid | val elim_exists_lid : Prims.list Prims.string | let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 57,
"end_line": 244,
"start_col": 0,
"start_line": 244
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let elim_exists_lid =
| mk_pulse_lib_core_lid "elim_exists" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.return_stt_ghost_lid | val return_stt_ghost_lid : Prims.list Prims.string | let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 67,
"end_line": 325,
"start_col": 0,
"start_line": 325
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic" | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let return_stt_ghost_lid =
| mk_pulse_lib_core_lid "return_stt_ghost" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.non_informative_witness_rt | val non_informative_witness_rt (u: R.universe) (a: R.term) : R.term | val non_informative_witness_rt (u: R.universe) (a: R.term) : R.term | let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 3,
"end_line": 309,
"start_col": 0,
"start_line": 305
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | u254: FStar.Stubs.Reflection.Types.universe -> a: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.non_informative_witness_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let non_informative_witness_rt (u: R.universe) (a: R.term) : R.term =
| let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.non_informative_witness_lid | val non_informative_witness_lid : Prims.list Prims.string | let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 81,
"end_line": 304,
"start_col": 0,
"start_line": 304
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let non_informative_witness_lid =
| mk_pulse_lib_core_lid "non_informative_witness" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.all_inames_tm | val all_inames_tm:R.term | val all_inames_tm:R.term | let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 77,
"end_line": 294,
"start_col": 0,
"start_line": 294
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.all_inames_lid"
] | [] | false | false | false | true | false | let all_inames_tm:R.term =
| R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.stt_vprop_equiv_tm | val stt_vprop_equiv_tm : FStar.Stubs.Reflection.Types.term | let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 42,
"end_line": 315,
"start_col": 0,
"start_line": 314
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv = | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"Pulse.Reflection.Util.stt_vprop_equiv_fv"
] | [] | false | false | false | true | false | let stt_vprop_equiv_tm =
| R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_while | val mk_while (inv cond body: R.term) : R.term | val mk_while (inv cond body: R.term) : R.term | let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 45,
"end_line": 281,
"start_col": 0,
"start_line": 277
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
inv: FStar.Stubs.Reflection.Types.term ->
cond: FStar.Stubs.Reflection.Types.term ->
body: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.while_lid"
] | [] | false | false | false | true | false | let mk_while (inv cond body: R.term) : R.term =
| let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.return_stt_ghost_noeq_lid | val return_stt_ghost_noeq_lid : Prims.list Prims.string | let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 77,
"end_line": 326,
"start_col": 0,
"start_line": 326
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq" | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let return_stt_ghost_noeq_lid =
| mk_pulse_lib_core_lid "return_stt_ghost_noeq" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.stt_vprop_equiv | val stt_vprop_equiv : t1: FStar.Stubs.Reflection.Types.term -> t2: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 37,
"end_line": 319,
"start_col": 0,
"start_line": 316
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm = | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | t1: FStar.Stubs.Reflection.Types.term -> t2: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"Pulse.Reflection.Util.stt_vprop_equiv_tm"
] | [] | false | false | false | true | false | let stt_vprop_equiv (t1 t2: R.term) =
| let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_exists | val mk_exists : u200: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
p: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 42,
"end_line": 251,
"start_col": 0,
"start_line": 248
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased" | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u200: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
p: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.exists_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_exists (u: R.universe) (a p: R.term) =
| let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_elim_exists | val mk_elim_exists (u: R.universe) (a p: R.term) : R.term | val mk_elim_exists (u: R.universe) (a p: R.term) : R.term | let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 42,
"end_line": 261,
"start_col": 0,
"start_line": 258
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u212: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
p: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.elim_exists_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_elim_exists (u: R.universe) (a p: R.term) : R.term =
| let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_stt_return | val mk_stt_return (u: R.universe) (ty t post: R.term) : R.term | val mk_stt_return (u: R.universe) (ty t post: R.term) : R.term | let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 45,
"end_line": 334,
"start_col": 0,
"start_line": 328
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq" | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u266: FStar.Stubs.Reflection.Types.universe ->
ty: FStar.Stubs.Reflection.Types.term ->
t: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.return_stt_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_stt_return (u: R.universe) (ty t post: R.term) : R.term =
| let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | false |
Hacl.Impl.Load56.fst | Hacl.Impl.Load56.hload56_le' | val hload56_le':
b:lbuffer uint8 32ul
-> off:size_t{v off <= 21} ->
Stack uint64
(requires fun h -> live h b)
(ensures fun h0 z h1 -> h0 == h1 /\
v z < 0x100000000000000 /\
v z == nat_from_bytes_le (Seq.slice (as_seq h0 b) (v off) (v off + 7))
) | val hload56_le':
b:lbuffer uint8 32ul
-> off:size_t{v off <= 21} ->
Stack uint64
(requires fun h -> live h b)
(ensures fun h0 z h1 -> h0 == h1 /\
v z < 0x100000000000000 /\
v z == nat_from_bytes_le (Seq.slice (as_seq h0 b) (v off) (v off + 7))
) | let hload56_le' b off =
let h0 = ST.get() in
let b8 = sub b off 8ul in
let z = uint_from_bytes_le b8 in
let z' = z &. u64 0xffffffffffffff in
assert_norm (0xffffffffffffff == pow2 56 - 1);
assert_norm (0x100000000000000 == pow2 56 );
calc (==) {
v z' <: nat;
(==) { }
v (z &. u64 0xffffffffffffff);
(==) { logand_spec z (u64 0xffffffffffffff) }
v z `logand_v` 0xffffffffffffff;
(==) { assert_norm(pow2 56 - 1 == 0xffffffffffffff); UInt.logand_mask (UInt.to_uint_t 64 (v z)) 56 }
(v z % pow2 56);
(==) { lemma_reveal_uint_to_bytes_le #U64 #SEC (as_seq h0 b8) }
nat_from_bytes_le (as_seq h0 b8) % pow2 56;
(==) { nat_from_intseq_le_slice_lemma (as_seq h0 b8) 7 }
(nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7) +
pow2 (7 * 8) * nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8)) % pow2 56;
(==) { FStar.Math.Lemmas.lemma_mod_plus_distr_r
(nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7))
(pow2 (7 * 8) * nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8))
(pow2 56);
FStar.Math.Lemmas.swap_mul (pow2 (7 * 8)) (nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8));
FStar.Math.Lemmas.cancel_mul_mod (nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8)) (pow2 56) }
nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7) <: nat;
};
assert (Seq.equal
(Seq.slice (as_seq h0 b) (v off) (v off + 7))
(Seq.slice (as_seq h0 b8) 0 7));
z' | {
"file_name": "code/ed25519/Hacl.Impl.Load56.fst",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 4,
"end_line": 190,
"start_col": 0,
"start_line": 159
} | module Hacl.Impl.Load56
module ST = FStar.HyperStack.ST
open FStar.HyperStack.All
open FStar.Mul
open Lib.IntTypes
open Lib.ByteSequence
open Lib.Buffer
open Lib.ByteBuffer
module F56 = Hacl.Impl.BignumQ.Mul
module S56 = Hacl.Spec.BignumQ.Definitions
#reset-options "--z3rlimit 50 --max_fuel 0 --max_ifuel 0"
inline_for_extraction noextract
val hload56_le:
b:lbuffer uint8 64ul
-> off:size_t{v off <= 56} ->
Stack uint64
(requires fun h -> live h b)
(ensures fun h0 z h1 -> h0 == h1 /\
v z < 0x100000000000000 /\
v z == nat_from_bytes_le (Seq.slice (as_seq h0 b) (v off) (v off + 7))
)
let hload56_le b off =
let h0 = ST.get() in
let b8 = sub b off 8ul in
let z = uint_from_bytes_le b8 in
let z' = z &. u64 0xffffffffffffff in
assert_norm (0xffffffffffffff == pow2 56 - 1);
assert_norm (0x100000000000000 == pow2 56 );
calc (==) {
v z' <: nat;
(==) { }
v (z &. u64 0xffffffffffffff);
(==) { logand_spec z (u64 0xffffffffffffff) }
v z `logand_v` 0xffffffffffffff;
(==) { assert_norm(pow2 56 - 1 == 0xffffffffffffff); UInt.logand_mask (UInt.to_uint_t 64 (v z)) 56 }
(v z % pow2 56);
(==) { lemma_reveal_uint_to_bytes_le #U64 #SEC (as_seq h0 b8) }
nat_from_bytes_le (as_seq h0 b8) % pow2 56;
(==) { nat_from_intseq_le_slice_lemma (as_seq h0 b8) 7 }
(nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7) +
pow2 (7 * 8) * nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8)) % pow2 56;
(==) { FStar.Math.Lemmas.lemma_mod_plus_distr_r
(nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7))
(pow2 (7 * 8) * nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8))
(pow2 56);
FStar.Math.Lemmas.swap_mul (pow2 (7 * 8)) (nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8));
FStar.Math.Lemmas.cancel_mul_mod (nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8)) (pow2 56) }
nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7) <: nat;
};
assert (Seq.equal
(Seq.slice (as_seq h0 b) (v off) (v off + 7))
(Seq.slice (as_seq h0 b8) 0 7));
z'
let lemma_nat_from_bytes_le_append (k1 k2:bytes) : Lemma
(requires Seq.length k1 + Seq.length k2 <= max_size_t)
(ensures nat_from_bytes_le (Seq.append k1 k2) ==
nat_from_bytes_le k1 + pow2 (Seq.length k1 * 8) * nat_from_bytes_le k2) =
let k = Seq.append k1 k2 in
let n = Seq.length k1 + Seq.length k2 in
nat_from_intseq_le_slice_lemma #U8 #SEC #n k (Seq.length k1);
assert (k1 `Seq.equal` Seq.slice k 0 (Seq.length k1));
assert (k2 `Seq.equal` Seq.slice k (Seq.length k1) n)
#push-options "--z3rlimit 100"
let lemma_load_64_bytes (k:lbytes 64) (b0 b1 b2 b3 b4 b5 b6 b7 b8 b9:uint64) : Lemma
(requires
v b0 == nat_from_bytes_le (Seq.slice k 0 7) /\
v b1 == nat_from_bytes_le (Seq.slice k 7 14) /\
v b2 == nat_from_bytes_le (Seq.slice k 14 21) /\
v b3 == nat_from_bytes_le (Seq.slice k 21 28) /\
v b4 == nat_from_bytes_le (Seq.slice k 28 35) /\
v b5 == nat_from_bytes_le (Seq.slice k 35 42) /\
v b6 == nat_from_bytes_le (Seq.slice k 42 49) /\
v b7 == nat_from_bytes_le (Seq.slice k 49 56) /\
v b8 == nat_from_bytes_le (Seq.slice k 56 63) /\
v b9 == v (Seq.index k 63)
)
(ensures S56.wide_as_nat5 (b0, b1, b2, b3, b4, b5, b6, b7, b8, b9) == nat_from_bytes_le k)
=
lemma_nat_from_bytes_le_append (Seq.slice k 0 7) (Seq.slice k 7 14);
lemma_nat_from_bytes_le_append (Seq.slice k 0 14) (Seq.slice k 14 21);
lemma_nat_from_bytes_le_append (Seq.slice k 0 21) (Seq.slice k 21 28);
lemma_nat_from_bytes_le_append (Seq.slice k 0 28) (Seq.slice k 28 35);
lemma_nat_from_bytes_le_append (Seq.slice k 0 35) (Seq.slice k 35 42);
lemma_nat_from_bytes_le_append (Seq.slice k 0 42) (Seq.slice k 42 49);
lemma_nat_from_bytes_le_append (Seq.slice k 0 49) (Seq.slice k 49 56);
lemma_nat_from_bytes_le_append (Seq.slice k 0 56) (Seq.slice k 56 63);
lemma_nat_from_bytes_le_append (Seq.slice k 0 63) (Seq.create 1 (Seq.index k 63));
assert (Seq.append (Seq.slice k 0 7) (Seq.slice k 7 14) `Seq.equal` Seq.slice k 0 14);
assert (Seq.append (Seq.slice k 0 14) (Seq.slice k 14 21) `Seq.equal` Seq.slice k 0 21);
assert (Seq.append (Seq.slice k 0 21) (Seq.slice k 21 28) `Seq.equal` Seq.slice k 0 28);
assert (Seq.append (Seq.slice k 0 28) (Seq.slice k 28 35) `Seq.equal` Seq.slice k 0 35);
assert (Seq.append (Seq.slice k 0 35) (Seq.slice k 35 42) `Seq.equal` Seq.slice k 0 42);
assert (Seq.append (Seq.slice k 0 42) (Seq.slice k 42 49) `Seq.equal` Seq.slice k 0 49);
assert (Seq.append (Seq.slice k 0 49) (Seq.slice k 49 56) `Seq.equal` Seq.slice k 0 56);
assert (Seq.append (Seq.slice k 0 56) (Seq.slice k 56 63) `Seq.equal` Seq.slice k 0 63);
assert (Seq.append (Seq.slice k 0 63) (Seq.create 1 (Seq.index k 63)) `Seq.equal` k);
nat_from_intseq_le_lemma0 (Seq.create 1 (Seq.index k 63));
assert_norm (pow2 56 == 0x100000000000000);
assert_norm (pow2 112 == 0x10000000000000000000000000000);
assert_norm (pow2 168 == 0x1000000000000000000000000000000000000000000);
assert_norm (pow2 224 == 0x100000000000000000000000000000000000000000000000000000000);
assert_norm (pow2 280 == 0x10000000000000000000000000000000000000000000000000000000000000000000000);
assert_norm (pow2 336 == 0x1000000000000000000000000000000000000000000000000000000000000000000000000000000000000);
assert_norm (pow2 392 == 0x100000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000);
assert_norm (pow2 448 == 0x10000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000);
assert_norm (pow2 504 == 0x1000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000)
#pop-options
val load_64_bytes:
out:lbuffer uint64 10ul
-> b:lbuffer uint8 64ul ->
Stack unit
(requires fun h -> live h out /\ live h b)
(ensures fun h0 _ h1 -> modifies (loc out) h0 h1 /\
F56.wide_as_nat h1 out == nat_from_bytes_le (as_seq h0 b) /\
F56.qelem_wide_fits h1 out (1, 1, 1, 1, 1, 1, 1, 1, 1, 1)
)
[@CInline]
let load_64_bytes out b =
let h0 = ST.get() in
let b0 = hload56_le b 0ul in
let b1 = hload56_le b 7ul in
let b2 = hload56_le b 14ul in
let b3 = hload56_le b 21ul in
let b4 = hload56_le b 28ul in
let b5 = hload56_le b 35ul in
let b6 = hload56_le b 42ul in
let b7 = hload56_le b 49ul in
let b8 = hload56_le b 56ul in
let b63 = b.(63ul) in
let b9 = to_u64 b63 in
lemma_load_64_bytes (as_seq h0 b) b0 b1 b2 b3 b4 b5 b6 b7 b8 b9;
Hacl.Bignum25519.make_u64_10 out b0 b1 b2 b3 b4 b5 b6 b7 b8 b9
inline_for_extraction noextract
val hload56_le':
b:lbuffer uint8 32ul
-> off:size_t{v off <= 21} ->
Stack uint64
(requires fun h -> live h b)
(ensures fun h0 z h1 -> h0 == h1 /\
v z < 0x100000000000000 /\
v z == nat_from_bytes_le (Seq.slice (as_seq h0 b) (v off) (v off + 7))
) | {
"checked_file": "/",
"dependencies": [
"prims.fst.checked",
"Lib.IntTypes.fsti.checked",
"Lib.ByteSequence.fsti.checked",
"Lib.ByteBuffer.fsti.checked",
"Lib.Buffer.fsti.checked",
"Hacl.Spec.BignumQ.Definitions.fst.checked",
"Hacl.Impl.BignumQ.Mul.fsti.checked",
"Hacl.Bignum25519.fsti.checked",
"FStar.UInt32.fsti.checked",
"FStar.UInt.fsti.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Math.Lemmas.fst.checked",
"FStar.HyperStack.ST.fsti.checked",
"FStar.HyperStack.All.fst.checked",
"FStar.Calc.fsti.checked"
],
"interface_file": false,
"source_file": "Hacl.Impl.Load56.fst"
} | [
{
"abbrev": true,
"full_module": "Hacl.Spec.BignumQ.Definitions",
"short_module": "S56"
},
{
"abbrev": true,
"full_module": "Hacl.Impl.BignumQ.Mul",
"short_module": "F56"
},
{
"abbrev": false,
"full_module": "Lib.ByteBuffer",
"short_module": null
},
{
"abbrev": false,
"full_module": "Lib.Buffer",
"short_module": null
},
{
"abbrev": false,
"full_module": "Lib.ByteSequence",
"short_module": null
},
{
"abbrev": false,
"full_module": "Lib.IntTypes",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.HyperStack.All",
"short_module": null
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "ST"
},
{
"abbrev": false,
"full_module": "Hacl.Impl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Hacl.Impl",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 0,
"max_ifuel": 0,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 50,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | b: Lib.Buffer.lbuffer Lib.IntTypes.uint8 32ul -> off: Lib.IntTypes.size_t{Lib.IntTypes.v off <= 21}
-> FStar.HyperStack.ST.Stack Lib.IntTypes.uint64 | FStar.HyperStack.ST.Stack | [] | [] | [
"Lib.Buffer.lbuffer",
"Lib.IntTypes.uint8",
"FStar.UInt32.__uint_to_t",
"Lib.IntTypes.size_t",
"Prims.b2t",
"Prims.op_LessThanOrEqual",
"Lib.IntTypes.v",
"Lib.IntTypes.U32",
"Lib.IntTypes.PUB",
"Prims.unit",
"Prims._assert",
"FStar.Seq.Base.equal",
"FStar.Seq.Base.slice",
"Lib.Buffer.as_seq",
"Lib.Buffer.MUT",
"Prims.op_Addition",
"FStar.Calc.calc_finish",
"Prims.nat",
"Prims.eq2",
"Lib.IntTypes.U64",
"Lib.IntTypes.SEC",
"Lib.ByteSequence.nat_from_bytes_le",
"Prims.Cons",
"FStar.Preorder.relation",
"Prims.Nil",
"FStar.Calc.calc_step",
"Prims.op_Modulus",
"FStar.Mul.op_Star",
"Prims.pow2",
"Lib.IntTypes.logand_v",
"Lib.IntTypes.op_Amp_Dot",
"Lib.IntTypes.u64",
"FStar.Calc.calc_init",
"FStar.Calc.calc_pack",
"Prims.squash",
"Lib.IntTypes.logand_spec",
"FStar.UInt.logand_mask",
"FStar.UInt.to_uint_t",
"FStar.Pervasives.assert_norm",
"Prims.int",
"Prims.op_Subtraction",
"Lib.ByteSequence.lemma_reveal_uint_to_bytes_le",
"Lib.ByteSequence.nat_from_intseq_le_slice_lemma",
"Lib.IntTypes.U8",
"FStar.Math.Lemmas.cancel_mul_mod",
"FStar.Math.Lemmas.swap_mul",
"FStar.Math.Lemmas.lemma_mod_plus_distr_r",
"Lib.IntTypes.int_t",
"Lib.IntTypes.uint64",
"Lib.ByteBuffer.uint_from_bytes_le",
"Lib.IntTypes.uint_t",
"Lib.Buffer.lbuffer_t",
"FStar.UInt32.uint_to_t",
"FStar.UInt32.t",
"Lib.Buffer.sub",
"FStar.Monotonic.HyperStack.mem",
"FStar.HyperStack.ST.get"
] | [] | false | true | false | false | false | let hload56_le' b off =
| let h0 = ST.get () in
let b8 = sub b off 8ul in
let z = uint_from_bytes_le b8 in
let z' = z &. u64 0xffffffffffffff in
assert_norm (0xffffffffffffff == pow2 56 - 1);
assert_norm (0x100000000000000 == pow2 56);
calc ( == ) {
v z' <: nat;
( == ) { () }
v (z &. u64 0xffffffffffffff);
( == ) { logand_spec z (u64 0xffffffffffffff) }
(v z) `logand_v` 0xffffffffffffff;
( == ) { (assert_norm (pow2 56 - 1 == 0xffffffffffffff);
UInt.logand_mask (UInt.to_uint_t 64 (v z)) 56) }
(v z % pow2 56);
( == ) { lemma_reveal_uint_to_bytes_le #U64 #SEC (as_seq h0 b8) }
nat_from_bytes_le (as_seq h0 b8) % pow2 56;
( == ) { nat_from_intseq_le_slice_lemma (as_seq h0 b8) 7 }
(nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7) +
pow2 (7 * 8) * nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8)) %
pow2 56;
( == ) { (FStar.Math.Lemmas.lemma_mod_plus_distr_r (nat_from_bytes_le (Seq.slice (as_seq h0 b8)
0
7))
(pow2 (7 * 8) * nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8))
(pow2 56);
FStar.Math.Lemmas.swap_mul (pow2 (7 * 8)) (nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8));
FStar.Math.Lemmas.cancel_mul_mod (nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8)) (pow2 56)) }
nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7) <: nat;
};
assert (Seq.equal (Seq.slice (as_seq h0 b) (v off) (v off + 7)) (Seq.slice (as_seq h0 b8) 0 7));
z' | false |
MerkleTree.Low.fst | MerkleTree.Low.mt_retract_to | val mt_retract_to:
mt:mt_p ->
r:offset_t ->
HST.ST unit
(requires (fun h0 -> mt_safe h0 mt /\ mt_retract_to_pre_nst (B.get h0 mt 0) r))
(ensures (fun h0 _ h1 ->
// memory safety
modifies (mt_loc mt) h0 h1 /\
mt_safe h1 mt /\
// correctness
(let mtv0 = B.get h0 mt 0 in
let mtv1 = B.get h1 mt 0 in
let off = MT?.offset mtv0 in
let r = split_offset off r in
MT?.hash_size mtv0 = MT?.hash_size mtv1 /\
MTH.mt_retract_to (mt_lift h0 mt) (U32.v r) == mt_lift h1 mt))) | val mt_retract_to:
mt:mt_p ->
r:offset_t ->
HST.ST unit
(requires (fun h0 -> mt_safe h0 mt /\ mt_retract_to_pre_nst (B.get h0 mt 0) r))
(ensures (fun h0 _ h1 ->
// memory safety
modifies (mt_loc mt) h0 h1 /\
mt_safe h1 mt /\
// correctness
(let mtv0 = B.get h0 mt 0 in
let mtv1 = B.get h1 mt 0 in
let off = MT?.offset mtv0 in
let r = split_offset off r in
MT?.hash_size mtv0 = MT?.hash_size mtv1 /\
MTH.mt_retract_to (mt_lift h0 mt) (U32.v r) == mt_lift h1 mt))) | let mt_retract_to mt r =
let hh0 = HST.get () in
let mtv = !*mt in
let offset = MT?.offset mtv in
let r = split_offset offset r in
let hs = MT?.hs mtv in
mt_retract_to_ hs 0ul (MT?.i mtv) (r + 1ul) (MT?.j mtv);
let hh1 = HST.get () in
RV.rv_loc_elems_included hh0 hs 0ul (V.size_of hs);
V.loc_vector_within_included hs 0ul (V.size_of hs);
RV.rv_inv_preserved
(MT?.rhs mtv)
(loc_union
(RV.rv_loc_elems hh0 hs 0ul (V.size_of hs))
(V.loc_vector_within hs 0ul (V.size_of hs)))
hh0 hh1;
RV.as_seq_preserved
(MT?.rhs mtv)
(loc_union
(RV.rv_loc_elems hh0 hs 0ul (V.size_of hs))
(V.loc_vector_within hs 0ul (V.size_of hs)))
hh0 hh1;
Rgl?.r_sep (hreg (MT?.hash_size mtv)) (MT?.mroot mtv)
(loc_union
(RV.rv_loc_elems hh0 hs 0ul (V.size_of hs))
(V.loc_vector_within hs 0ul (V.size_of hs)))
hh0 hh1;
mt *= MT (MT?.hash_size mtv) (MT?.offset mtv) (MT?.i mtv) (r+1ul) hs false (MT?.rhs mtv) (MT?.mroot mtv) (MT?.hash_spec mtv) (MT?.hash_fun mtv);
let hh2 = HST.get () in
RV.rv_inv_preserved (MT?.hs mtv) (B.loc_buffer mt) hh1 hh2;
RV.rv_inv_preserved (MT?.rhs mtv) (B.loc_buffer mt) hh1 hh2;
RV.as_seq_preserved (MT?.hs mtv) (B.loc_buffer mt) hh1 hh2;
RV.as_seq_preserved (MT?.rhs mtv) (B.loc_buffer mt) hh1 hh2;
Rgl?.r_sep (hreg (MT?.hash_size mtv)) (MT?.mroot mtv) (B.loc_buffer mt) hh1 hh2;
mt_safe_elts_preserved 0ul hs (MT?.i mtv) (r+1ul) (B.loc_buffer mt) hh1 hh2 | {
"file_name": "src/MerkleTree.Low.fst",
"git_rev": "7d7bdc20f2033171e279c176b26e84f9069d23c6",
"git_url": "https://github.com/hacl-star/merkle-tree.git",
"project_name": "merkle-tree"
} | {
"end_col": 77,
"end_line": 2810,
"start_col": 0,
"start_line": 2776
} | module MerkleTree.Low
open EverCrypt.Helpers
open FStar.All
open FStar.Integers
open FStar.Mul
open LowStar.Buffer
open LowStar.BufferOps
open LowStar.Vector
open LowStar.Regional
open LowStar.RVector
open LowStar.Regional.Instances
module HS = FStar.HyperStack
module HST = FStar.HyperStack.ST
module MHS = FStar.Monotonic.HyperStack
module HH = FStar.Monotonic.HyperHeap
module B = LowStar.Buffer
module CB = LowStar.ConstBuffer
module V = LowStar.Vector
module RV = LowStar.RVector
module RVI = LowStar.Regional.Instances
module S = FStar.Seq
module U32 = FStar.UInt32
module U64 = FStar.UInt64
module MTH = MerkleTree.New.High
module MTS = MerkleTree.Spec
open Lib.IntTypes
open MerkleTree.Low.Datastructures
open MerkleTree.Low.Hashfunctions
open MerkleTree.Low.VectorExtras
#set-options "--z3rlimit 10 --initial_fuel 0 --max_fuel 0 --initial_ifuel 0 --max_ifuel 0"
type const_pointer (a:Type0) = b:CB.const_buffer a{CB.length b == 1 /\ CB.qual_of b == CB.MUTABLE}
/// Low-level Merkle tree data structure
///
// NOTE: because of a lack of 64-bit LowStar.Buffer support, currently
// we cannot change below to some other types.
type index_t = uint32_t
let uint32_32_max = 4294967295ul
inline_for_extraction
let uint32_max = 4294967295UL
let uint64_max = 18446744073709551615UL
let offset_range_limit = uint32_max
type offset_t = uint64_t
inline_for_extraction noextract unfold let u32_64 = Int.Cast.uint32_to_uint64
inline_for_extraction noextract unfold let u64_32 = Int.Cast.uint64_to_uint32
private inline_for_extraction
let offsets_connect (x:offset_t) (y:offset_t): Tot bool = y >= x && (y - x) <= offset_range_limit
private inline_for_extraction
let split_offset (tree:offset_t) (index:offset_t{offsets_connect tree index}): Tot index_t =
[@inline_let] let diff = U64.sub_mod index tree in
assert (diff <= offset_range_limit);
Int.Cast.uint64_to_uint32 diff
private inline_for_extraction
let add64_fits (x:offset_t) (i:index_t): Tot bool = uint64_max - x >= (u32_64 i)
private inline_for_extraction
let join_offset (tree:offset_t) (i:index_t{add64_fits tree i}): Tot (r:offset_t{offsets_connect tree r}) =
U64.add tree (u32_64 i)
inline_for_extraction val merkle_tree_size_lg: uint32_t
let merkle_tree_size_lg = 32ul
// A Merkle tree `MT i j hs rhs_ok rhs` stores all necessary hashes to generate
// a Merkle path for each element from the index `i` to `j-1`.
// - Parameters
// `hs`: a 2-dim store for hashes, where `hs[0]` contains leaf hash values.
// `rhs_ok`: to check the rightmost hashes are up-to-date
// `rhs`: a store for "rightmost" hashes, manipulated only when required to
// calculate some merkle paths that need the rightmost hashes
// as a part of them.
// `mroot`: during the construction of `rhs` we can also calculate the Merkle
// root of the tree. If `rhs_ok` is true then it has the up-to-date
// root value.
noeq type merkle_tree =
| MT: hash_size:hash_size_t ->
offset:offset_t ->
i:index_t -> j:index_t{i <= j /\ add64_fits offset j} ->
hs:hash_vv hash_size {V.size_of hs = merkle_tree_size_lg} ->
rhs_ok:bool ->
rhs:hash_vec #hash_size {V.size_of rhs = merkle_tree_size_lg} ->
mroot:hash #hash_size ->
hash_spec:Ghost.erased (MTS.hash_fun_t #(U32.v hash_size)) ->
hash_fun:hash_fun_t #hash_size #hash_spec ->
merkle_tree
type mt_p = B.pointer merkle_tree
type const_mt_p = const_pointer merkle_tree
inline_for_extraction
let merkle_tree_conditions (#hsz:Ghost.erased hash_size_t) (offset:uint64_t) (i j:uint32_t) (hs:hash_vv hsz) (rhs_ok:bool) (rhs:hash_vec #hsz) (mroot:hash #hsz): Tot bool =
j >= i && add64_fits offset j &&
V.size_of hs = merkle_tree_size_lg &&
V.size_of rhs = merkle_tree_size_lg
// The maximum number of currently held elements in the tree is (2^32 - 1).
// cwinter: even when using 64-bit indices, we fail if the underlying 32-bit
// vector is full; this can be fixed if necessary.
private inline_for_extraction
val mt_not_full_nst: mtv:merkle_tree -> Tot bool
let mt_not_full_nst mtv = MT?.j mtv < uint32_32_max
val mt_not_full: HS.mem -> mt_p -> GTot bool
let mt_not_full h mt = mt_not_full_nst (B.get h mt 0)
/// (Memory) Safety
val offset_of: i:index_t -> Tot index_t
let offset_of i = if i % 2ul = 0ul then i else i - 1ul
// `mt_safe_elts` says that it is safe to access an element from `i` to `j - 1`
// at level `lv` in the Merkle tree, i.e., hs[lv][k] (i <= k < j) is a valid
// element.
inline_for_extraction noextract
val mt_safe_elts:
#hsz:hash_size_t ->
h:HS.mem -> lv:uint32_t{lv <= merkle_tree_size_lg} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
i:index_t -> j:index_t{j >= i} ->
GTot Type0 (decreases (32 - U32.v lv))
let rec mt_safe_elts #hsz h lv hs i j =
if lv = merkle_tree_size_lg then true
else (let ofs = offset_of i in
V.size_of (V.get h hs lv) == j - ofs /\
mt_safe_elts #hsz h (lv + 1ul) hs (i / 2ul) (j / 2ul))
#push-options "--initial_fuel 1 --max_fuel 1"
val mt_safe_elts_constr:
#hsz:hash_size_t ->
h:HS.mem -> lv:uint32_t{lv < merkle_tree_size_lg} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
i:index_t -> j:index_t{j >= i} ->
Lemma (requires (V.size_of (V.get h hs lv) == j - offset_of i /\
mt_safe_elts #hsz h (lv + 1ul) hs (i / 2ul) (j / 2ul)))
(ensures (mt_safe_elts #hsz h lv hs i j))
let mt_safe_elts_constr #_ h lv hs i j = ()
val mt_safe_elts_head:
#hsz:hash_size_t ->
h:HS.mem -> lv:uint32_t{lv < merkle_tree_size_lg} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
i:index_t -> j:index_t{j >= i} ->
Lemma (requires (mt_safe_elts #hsz h lv hs i j))
(ensures (V.size_of (V.get h hs lv) == j - offset_of i))
let mt_safe_elts_head #_ h lv hs i j = ()
val mt_safe_elts_rec:
#hsz:hash_size_t ->
h:HS.mem -> lv:uint32_t{lv < merkle_tree_size_lg} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
i:index_t -> j:index_t{j >= i} ->
Lemma (requires (mt_safe_elts #hsz h lv hs i j))
(ensures (mt_safe_elts #hsz h (lv + 1ul) hs (i / 2ul) (j / 2ul)))
let mt_safe_elts_rec #_ h lv hs i j = ()
val mt_safe_elts_init:
#hsz:hash_size_t ->
h:HS.mem -> lv:uint32_t{lv <= merkle_tree_size_lg} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
Lemma (requires (V.forall_ h hs lv (V.size_of hs)
(fun hv -> V.size_of hv = 0ul)))
(ensures (mt_safe_elts #hsz h lv hs 0ul 0ul))
(decreases (32 - U32.v lv))
let rec mt_safe_elts_init #hsz h lv hs =
if lv = merkle_tree_size_lg then ()
else mt_safe_elts_init #hsz h (lv + 1ul) hs
#pop-options
val mt_safe_elts_preserved:
#hsz:hash_size_t ->
lv:uint32_t{lv <= merkle_tree_size_lg} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
i:index_t -> j:index_t{j >= i} ->
p:loc -> h0:HS.mem -> h1:HS.mem ->
Lemma (requires (V.live h0 hs /\
mt_safe_elts #hsz h0 lv hs i j /\
loc_disjoint p (V.loc_vector_within hs lv (V.size_of hs)) /\
modifies p h0 h1))
(ensures (mt_safe_elts #hsz h1 lv hs i j))
(decreases (32 - U32.v lv))
[SMTPat (V.live h0 hs);
SMTPat (mt_safe_elts #hsz h0 lv hs i j);
SMTPat (loc_disjoint p (RV.loc_rvector hs));
SMTPat (modifies p h0 h1)]
#push-options "--z3rlimit 100 --initial_fuel 2 --max_fuel 2"
let rec mt_safe_elts_preserved #hsz lv hs i j p h0 h1 =
if lv = merkle_tree_size_lg then ()
else (V.get_preserved hs lv p h0 h1;
mt_safe_elts_preserved #hsz (lv + 1ul) hs (i / 2ul) (j / 2ul) p h0 h1)
#pop-options
// `mt_safe` is the invariant of a Merkle tree through its lifetime.
// It includes liveness, regionality, disjointness (to each data structure),
// and valid element access (`mt_safe_elts`).
inline_for_extraction noextract
val mt_safe: HS.mem -> mt_p -> GTot Type0
let mt_safe h mt =
B.live h mt /\ B.freeable mt /\
(let mtv = B.get h mt 0 in
// Liveness & Accessibility
RV.rv_inv h (MT?.hs mtv) /\
RV.rv_inv h (MT?.rhs mtv) /\
Rgl?.r_inv (hreg (MT?.hash_size mtv)) h (MT?.mroot mtv) /\
mt_safe_elts h 0ul (MT?.hs mtv) (MT?.i mtv) (MT?.j mtv) /\
// Regionality
HH.extends (V.frameOf (MT?.hs mtv)) (B.frameOf mt) /\
HH.extends (V.frameOf (MT?.rhs mtv)) (B.frameOf mt) /\
HH.extends (B.frameOf (MT?.mroot mtv)) (B.frameOf mt) /\
HH.disjoint (V.frameOf (MT?.hs mtv)) (V.frameOf (MT?.rhs mtv)) /\
HH.disjoint (V.frameOf (MT?.hs mtv)) (B.frameOf (MT?.mroot mtv)) /\
HH.disjoint (V.frameOf (MT?.rhs mtv)) (B.frameOf (MT?.mroot mtv)))
// Since a Merkle tree satisfies regionality, it's ok to take all regions from
// a tree pointer as a location of the tree.
val mt_loc: mt_p -> GTot loc
let mt_loc mt = B.loc_all_regions_from false (B.frameOf mt)
val mt_safe_preserved:
mt:mt_p -> p:loc -> h0:HS.mem -> h1:HS.mem ->
Lemma (requires (mt_safe h0 mt /\
loc_disjoint p (mt_loc mt) /\
modifies p h0 h1))
(ensures (B.get h0 mt 0 == B.get h1 mt 0 /\
mt_safe h1 mt))
let mt_safe_preserved mt p h0 h1 =
assert (loc_includes (mt_loc mt) (B.loc_buffer mt));
let mtv = B.get h0 mt 0 in
assert (loc_includes (mt_loc mt) (RV.loc_rvector (MT?.hs mtv)));
assert (loc_includes (mt_loc mt) (RV.loc_rvector (MT?.rhs mtv)));
assert (loc_includes (mt_loc mt) (V.loc_vector (MT?.hs mtv)));
assert (loc_includes (mt_loc mt)
(B.loc_all_regions_from false (B.frameOf (MT?.mroot mtv))));
RV.rv_inv_preserved (MT?.hs mtv) p h0 h1;
RV.rv_inv_preserved (MT?.rhs mtv) p h0 h1;
Rgl?.r_sep (hreg (MT?.hash_size mtv)) (MT?.mroot mtv) p h0 h1;
V.loc_vector_within_included (MT?.hs mtv) 0ul (V.size_of (MT?.hs mtv));
mt_safe_elts_preserved 0ul (MT?.hs mtv) (MT?.i mtv) (MT?.j mtv) p h0 h1
/// Lifting to a high-level Merkle tree structure
val mt_safe_elts_spec:
#hsz:hash_size_t ->
h:HS.mem ->
lv:uint32_t{lv <= merkle_tree_size_lg} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
i:index_t ->
j:index_t{j >= i} ->
Lemma (requires (RV.rv_inv h hs /\
mt_safe_elts #hsz h lv hs i j))
(ensures (MTH.hs_wf_elts #(U32.v hsz)
(U32.v lv) (RV.as_seq h hs)
(U32.v i) (U32.v j)))
(decreases (32 - U32.v lv))
#push-options "--z3rlimit 100 --initial_fuel 2 --max_fuel 2"
let rec mt_safe_elts_spec #_ h lv hs i j =
if lv = merkle_tree_size_lg then ()
else mt_safe_elts_spec h (lv + 1ul) hs (i / 2ul) (j / 2ul)
#pop-options
val merkle_tree_lift:
h:HS.mem ->
mtv:merkle_tree{
RV.rv_inv h (MT?.hs mtv) /\
RV.rv_inv h (MT?.rhs mtv) /\
Rgl?.r_inv (hreg (MT?.hash_size mtv)) h (MT?.mroot mtv) /\
mt_safe_elts #(MT?.hash_size mtv) h 0ul (MT?.hs mtv) (MT?.i mtv) (MT?.j mtv)} ->
GTot (r:MTH.merkle_tree #(U32.v (MT?.hash_size mtv)) {MTH.mt_wf_elts #_ r})
let merkle_tree_lift h mtv =
mt_safe_elts_spec h 0ul (MT?.hs mtv) (MT?.i mtv) (MT?.j mtv);
MTH.MT #(U32.v (MT?.hash_size mtv))
(U32.v (MT?.i mtv))
(U32.v (MT?.j mtv))
(RV.as_seq h (MT?.hs mtv))
(MT?.rhs_ok mtv)
(RV.as_seq h (MT?.rhs mtv))
(Rgl?.r_repr (hreg (MT?.hash_size mtv)) h (MT?.mroot mtv))
(Ghost.reveal (MT?.hash_spec mtv))
val mt_lift:
h:HS.mem -> mt:mt_p{mt_safe h mt} ->
GTot (r:MTH.merkle_tree #(U32.v (MT?.hash_size (B.get h mt 0))) {MTH.mt_wf_elts #_ r})
let mt_lift h mt =
merkle_tree_lift h (B.get h mt 0)
val mt_preserved:
mt:mt_p -> p:loc -> h0:HS.mem -> h1:HS.mem ->
Lemma (requires (mt_safe h0 mt /\
loc_disjoint p (mt_loc mt) /\
modifies p h0 h1))
(ensures (mt_safe_preserved mt p h0 h1;
mt_lift h0 mt == mt_lift h1 mt))
let mt_preserved mt p h0 h1 =
assert (loc_includes (B.loc_all_regions_from false (B.frameOf mt))
(B.loc_buffer mt));
B.modifies_buffer_elim mt p h0 h1;
assert (B.get h0 mt 0 == B.get h1 mt 0);
assert (loc_includes (B.loc_all_regions_from false (B.frameOf mt))
(RV.loc_rvector (MT?.hs (B.get h0 mt 0))));
assert (loc_includes (B.loc_all_regions_from false (B.frameOf mt))
(RV.loc_rvector (MT?.rhs (B.get h0 mt 0))));
assert (loc_includes (B.loc_all_regions_from false (B.frameOf mt))
(B.loc_buffer (MT?.mroot (B.get h0 mt 0))));
RV.as_seq_preserved (MT?.hs (B.get h0 mt 0)) p h0 h1;
RV.as_seq_preserved (MT?.rhs (B.get h0 mt 0)) p h0 h1;
B.modifies_buffer_elim (MT?.mroot (B.get h0 mt 0)) p h0 h1
/// Construction
// Note that the public function for creation is `mt_create` defined below,
// which builds a tree with an initial hash.
#push-options "--z3rlimit 100 --initial_fuel 1 --max_fuel 1 --initial_ifuel 1 --max_ifuel 1"
private
val create_empty_mt:
hash_size:hash_size_t ->
hash_spec:Ghost.erased (MTS.hash_fun_t #(U32.v hash_size)) ->
hash_fun:hash_fun_t #hash_size #hash_spec ->
r:HST.erid ->
HST.ST mt_p
(requires (fun _ -> true))
(ensures (fun h0 mt h1 ->
let dmt = B.get h1 mt 0 in
// memory safety
B.frameOf mt = r /\
modifies (mt_loc mt) h0 h1 /\
mt_safe h1 mt /\
mt_not_full h1 mt /\
// correctness
MT?.hash_size dmt = hash_size /\
MT?.offset dmt = 0UL /\
merkle_tree_lift h1 dmt == MTH.create_empty_mt #_ #(Ghost.reveal hash_spec) ()))
let create_empty_mt hsz hash_spec hash_fun r =
[@inline_let] let hrg = hreg hsz in
[@inline_let] let hvrg = hvreg hsz in
[@inline_let] let hvvrg = hvvreg hsz in
let hs_region = HST.new_region r in
let hs = RV.alloc_rid hvrg merkle_tree_size_lg hs_region in
let h0 = HST.get () in
mt_safe_elts_init #hsz h0 0ul hs;
let rhs_region = HST.new_region r in
let rhs = RV.alloc_rid hrg merkle_tree_size_lg rhs_region in
let h1 = HST.get () in
assert (RV.as_seq h1 rhs == S.create 32 (MTH.hash_init #(U32.v hsz)));
RV.rv_inv_preserved hs (V.loc_vector rhs) h0 h1;
RV.as_seq_preserved hs (V.loc_vector rhs) h0 h1;
V.loc_vector_within_included hs 0ul (V.size_of hs);
mt_safe_elts_preserved #hsz 0ul hs 0ul 0ul (V.loc_vector rhs) h0 h1;
let mroot_region = HST.new_region r in
let mroot = rg_alloc hrg mroot_region in
let h2 = HST.get () in
RV.as_seq_preserved hs loc_none h1 h2;
RV.as_seq_preserved rhs loc_none h1 h2;
mt_safe_elts_preserved #hsz 0ul hs 0ul 0ul loc_none h1 h2;
let mt = B.malloc r (MT hsz 0UL 0ul 0ul hs false rhs mroot hash_spec hash_fun) 1ul in
let h3 = HST.get () in
RV.as_seq_preserved hs loc_none h2 h3;
RV.as_seq_preserved rhs loc_none h2 h3;
Rgl?.r_sep hrg mroot loc_none h2 h3;
mt_safe_elts_preserved #hsz 0ul hs 0ul 0ul loc_none h2 h3;
mt
#pop-options
/// Destruction (free)
val mt_free: mt:mt_p ->
HST.ST unit
(requires (fun h0 -> mt_safe h0 mt))
(ensures (fun h0 _ h1 -> modifies (mt_loc mt) h0 h1))
#push-options "--z3rlimit 100"
let mt_free mt =
let mtv = !*mt in
RV.free (MT?.hs mtv);
RV.free (MT?.rhs mtv);
[@inline_let] let rg = hreg (MT?.hash_size mtv) in
rg_free rg (MT?.mroot mtv);
B.free mt
#pop-options
/// Insertion
private
val as_seq_sub_upd:
#a:Type0 -> #rst:Type -> #rg:regional rst a ->
h:HS.mem -> rv:rvector #a #rst rg ->
i:uint32_t{i < V.size_of rv} -> v:Rgl?.repr rg ->
Lemma (requires (RV.rv_inv h rv))
(ensures (S.equal (S.upd (RV.as_seq h rv) (U32.v i) v)
(S.append
(RV.as_seq_sub h rv 0ul i)
(S.cons v (RV.as_seq_sub h rv (i + 1ul) (V.size_of rv))))))
#push-options "--z3rlimit 20"
let as_seq_sub_upd #a #rst #rg h rv i v =
Seq.Properties.slice_upd (RV.as_seq h rv) 0 (U32.v i) (U32.v i) v;
Seq.Properties.slice_upd (RV.as_seq h rv) (U32.v i + 1) (U32.v (V.size_of rv)) (U32.v i) v;
RV.as_seq_seq_slice rg h (V.as_seq h rv)
0 (U32.v (V.size_of rv)) 0 (U32.v i);
assert (S.equal (S.slice (RV.as_seq h rv) 0 (U32.v i))
(RV.as_seq_sub h rv 0ul i));
RV.as_seq_seq_slice rg h (V.as_seq h rv)
0 (U32.v (V.size_of rv)) (U32.v i + 1) (U32.v (V.size_of rv));
assert (S.equal (S.slice (RV.as_seq h rv) (U32.v i + 1) (U32.v (V.size_of rv)))
(RV.as_seq_sub h rv (i + 1ul) (V.size_of rv)));
assert (S.index (S.upd (RV.as_seq h rv) (U32.v i) v) (U32.v i) == v)
#pop-options
// `hash_vv_insert_copy` inserts a hash element at a level `lv`, by copying
// and pushing its content to `hs[lv]`. For detailed insertion procedure, see
// `insert_` and `mt_insert`.
#push-options "--z3rlimit 100 --initial_fuel 1 --max_fuel 1"
private
inline_for_extraction
val hash_vv_insert_copy:
#hsz:hash_size_t ->
lv:uint32_t{lv < merkle_tree_size_lg} ->
i:Ghost.erased index_t ->
j:index_t{
Ghost.reveal i <= j &&
U32.v j < pow2 (32 - U32.v lv) - 1 &&
j < uint32_32_max} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
v:hash #hsz ->
HST.ST unit
(requires (fun h0 ->
RV.rv_inv h0 hs /\
Rgl?.r_inv (hreg hsz) h0 v /\
HH.disjoint (V.frameOf hs) (B.frameOf v) /\
mt_safe_elts #hsz h0 lv hs (Ghost.reveal i) j))
(ensures (fun h0 _ h1 ->
// memory safety
modifies (loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq h0 hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul)))
h0 h1 /\
RV.rv_inv h1 hs /\
Rgl?.r_inv (hreg hsz) h1 v /\
V.size_of (V.get h1 hs lv) == j + 1ul - offset_of (Ghost.reveal i) /\
V.size_of (V.get h1 hs lv) == V.size_of (V.get h0 hs lv) + 1ul /\
mt_safe_elts #hsz h1 (lv + 1ul) hs (Ghost.reveal i / 2ul) (j / 2ul) /\
RV.rv_loc_elems h0 hs (lv + 1ul) (V.size_of hs) ==
RV.rv_loc_elems h1 hs (lv + 1ul) (V.size_of hs) /\
// correctness
(mt_safe_elts_spec #hsz h0 lv hs (Ghost.reveal i) j;
S.equal (RV.as_seq h1 hs)
(MTH.hashess_insert
(U32.v lv) (U32.v (Ghost.reveal i)) (U32.v j)
(RV.as_seq h0 hs) (Rgl?.r_repr (hreg hsz) h0 v))) /\
S.equal (S.index (RV.as_seq h1 hs) (U32.v lv))
(S.snoc (S.index (RV.as_seq h0 hs) (U32.v lv))
(Rgl?.r_repr (hreg hsz) h0 v))))
let hash_vv_insert_copy #hsz lv i j hs v =
let hh0 = HST.get () in
mt_safe_elts_rec hh0 lv hs (Ghost.reveal i) j;
/// 1) Insert an element at the level `lv`, where the new vector is not yet
/// connected to `hs`.
let ihv = RV.insert_copy (hcpy hsz) (V.index hs lv) v in
let hh1 = HST.get () in
// 1-0) Basic disjointness conditions
V.forall2_forall_left hh0 hs 0ul (V.size_of hs) lv
(fun b1 b2 -> HH.disjoint (Rgl?.region_of (hvreg hsz) b1)
(Rgl?.region_of (hvreg hsz) b2));
V.forall2_forall_right hh0 hs 0ul (V.size_of hs) lv
(fun b1 b2 -> HH.disjoint (Rgl?.region_of (hvreg hsz) b1)
(Rgl?.region_of (hvreg hsz) b2));
V.loc_vector_within_included hs lv (lv + 1ul);
V.loc_vector_within_included hs (lv + 1ul) (V.size_of hs);
V.loc_vector_within_disjoint hs lv (lv + 1ul) (lv + 1ul) (V.size_of hs);
// 1-1) For the `modifies` postcondition.
assert (modifies (RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv)) hh0 hh1);
// 1-2) Preservation
Rgl?.r_sep (hreg hsz) v (RV.loc_rvector (V.get hh0 hs lv)) hh0 hh1;
RV.rv_loc_elems_preserved
hs (lv + 1ul) (V.size_of hs)
(RV.loc_rvector (V.get hh0 hs lv)) hh0 hh1;
// 1-3) For `mt_safe_elts`
assert (V.size_of ihv == j + 1ul - offset_of (Ghost.reveal i)); // head updated
mt_safe_elts_preserved
(lv + 1ul) hs (Ghost.reveal i / 2ul) (j / 2ul)
(RV.loc_rvector (V.get hh0 hs lv)) hh0 hh1; // tail not yet
// 1-4) For the `rv_inv` postcondition
RV.rs_loc_elems_elem_disj
(hvreg hsz) (V.as_seq hh0 hs) (V.frameOf hs)
0 (U32.v (V.size_of hs)) 0 (U32.v lv) (U32.v lv);
RV.rs_loc_elems_parent_disj
(hvreg hsz) (V.as_seq hh0 hs) (V.frameOf hs)
0 (U32.v lv);
RV.rv_elems_inv_preserved
hs 0ul lv (RV.loc_rvector (V.get hh0 hs lv))
hh0 hh1;
assert (RV.rv_elems_inv hh1 hs 0ul lv);
RV.rs_loc_elems_elem_disj
(hvreg hsz) (V.as_seq hh0 hs) (V.frameOf hs)
0 (U32.v (V.size_of hs))
(U32.v lv + 1) (U32.v (V.size_of hs))
(U32.v lv);
RV.rs_loc_elems_parent_disj
(hvreg hsz) (V.as_seq hh0 hs) (V.frameOf hs)
(U32.v lv + 1) (U32.v (V.size_of hs));
RV.rv_elems_inv_preserved
hs (lv + 1ul) (V.size_of hs) (RV.loc_rvector (V.get hh0 hs lv))
hh0 hh1;
assert (RV.rv_elems_inv hh1 hs (lv + 1ul) (V.size_of hs));
// assert (rv_itself_inv hh1 hs);
// assert (elems_reg hh1 hs);
// 1-5) Correctness
assert (S.equal (RV.as_seq hh1 ihv)
(S.snoc (RV.as_seq hh0 (V.get hh0 hs lv)) (Rgl?.r_repr (hreg hsz) hh0 v)));
/// 2) Assign the updated vector to `hs` at the level `lv`.
RV.assign hs lv ihv;
let hh2 = HST.get () in
// 2-1) For the `modifies` postcondition.
assert (modifies (V.loc_vector_within hs lv (lv + 1ul)) hh1 hh2);
assert (modifies (loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul))) hh0 hh2);
// 2-2) Preservation
Rgl?.r_sep (hreg hsz) v (RV.loc_rvector hs) hh1 hh2;
RV.rv_loc_elems_preserved
hs (lv + 1ul) (V.size_of hs)
(V.loc_vector_within hs lv (lv + 1ul)) hh1 hh2;
// 2-3) For `mt_safe_elts`
assert (V.size_of (V.get hh2 hs lv) == j + 1ul - offset_of (Ghost.reveal i));
mt_safe_elts_preserved
(lv + 1ul) hs (Ghost.reveal i / 2ul) (j / 2ul)
(V.loc_vector_within hs lv (lv + 1ul)) hh1 hh2;
// 2-4) Correctness
RV.as_seq_sub_preserved hs 0ul lv (loc_rvector ihv) hh0 hh1;
RV.as_seq_sub_preserved hs (lv + 1ul) merkle_tree_size_lg (loc_rvector ihv) hh0 hh1;
assert (S.equal (RV.as_seq hh2 hs)
(S.append
(RV.as_seq_sub hh0 hs 0ul lv)
(S.cons (RV.as_seq hh1 ihv)
(RV.as_seq_sub hh0 hs (lv + 1ul) merkle_tree_size_lg))));
as_seq_sub_upd hh0 hs lv (RV.as_seq hh1 ihv)
#pop-options
private
val insert_index_helper_even:
lv:uint32_t{lv < merkle_tree_size_lg} ->
j:index_t{U32.v j < pow2 (32 - U32.v lv) - 1} ->
Lemma (requires (j % 2ul <> 1ul))
(ensures (U32.v j % 2 <> 1 /\ j / 2ul == (j + 1ul) / 2ul))
let insert_index_helper_even lv j = ()
#push-options "--z3rlimit 100 --initial_fuel 1 --max_fuel 1 --initial_ifuel 1 --max_ifuel 1"
private
val insert_index_helper_odd:
lv:uint32_t{lv < merkle_tree_size_lg} ->
i:index_t ->
j:index_t{i <= j && U32.v j < pow2 (32 - U32.v lv) - 1} ->
Lemma (requires (j % 2ul = 1ul /\
j < uint32_32_max))
(ensures (U32.v j % 2 = 1 /\
U32.v (j / 2ul) < pow2 (32 - U32.v (lv + 1ul)) - 1 /\
(j + 1ul) / 2ul == j / 2ul + 1ul /\
j - offset_of i > 0ul))
let insert_index_helper_odd lv i j = ()
#pop-options
private
val loc_union_assoc_4:
a:loc -> b:loc -> c:loc -> d:loc ->
Lemma (loc_union (loc_union a b) (loc_union c d) ==
loc_union (loc_union a c) (loc_union b d))
let loc_union_assoc_4 a b c d =
loc_union_assoc (loc_union a b) c d;
loc_union_assoc a b c;
loc_union_assoc a c b;
loc_union_assoc (loc_union a c) b d
private
val insert_modifies_rec_helper:
#hsz:hash_size_t ->
lv:uint32_t{lv < merkle_tree_size_lg} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
aloc:loc ->
h:HS.mem ->
Lemma (loc_union
(loc_union
(loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq h hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul)))
aloc)
(loc_union
(loc_union
(RV.rv_loc_elems h hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs)))
aloc) ==
loc_union
(loc_union
(RV.rv_loc_elems h hs lv (V.size_of hs))
(V.loc_vector_within hs lv (V.size_of hs)))
aloc)
#push-options "--z3rlimit 100 --initial_fuel 2 --max_fuel 2"
let insert_modifies_rec_helper #hsz lv hs aloc h =
assert (V.loc_vector_within hs lv (V.size_of hs) ==
loc_union (V.loc_vector_within hs lv (lv + 1ul))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs)));
RV.rs_loc_elems_rec_inverse (hvreg hsz) (V.as_seq h hs) (U32.v lv) (U32.v (V.size_of hs));
assert (RV.rv_loc_elems h hs lv (V.size_of hs) ==
loc_union (RV.rs_loc_elem (hvreg hsz) (V.as_seq h hs) (U32.v lv))
(RV.rv_loc_elems h hs (lv + 1ul) (V.size_of hs)));
// Applying some association rules...
loc_union_assoc
(loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq h hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul))) aloc
(loc_union
(loc_union
(RV.rv_loc_elems h hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs)))
aloc);
loc_union_assoc
(loc_union
(RV.rv_loc_elems h hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs))) aloc aloc;
loc_union_assoc
(loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq h hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul)))
(loc_union
(RV.rv_loc_elems h hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs)))
aloc;
loc_union_assoc_4
(RV.rs_loc_elem (hvreg hsz) (V.as_seq h hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul))
(RV.rv_loc_elems h hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs))
#pop-options
private
val insert_modifies_union_loc_weakening:
l1:loc -> l2:loc -> l3:loc -> h0:HS.mem -> h1:HS.mem ->
Lemma (requires (modifies l1 h0 h1))
(ensures (modifies (loc_union (loc_union l1 l2) l3) h0 h1))
let insert_modifies_union_loc_weakening l1 l2 l3 h0 h1 =
B.loc_includes_union_l l1 l2 l1;
B.loc_includes_union_l (loc_union l1 l2) l3 (loc_union l1 l2)
private
val insert_snoc_last_helper:
#a:Type -> s:S.seq a{S.length s > 0} -> v:a ->
Lemma (S.index (S.snoc s v) (S.length s - 1) == S.last s)
let insert_snoc_last_helper #a s v = ()
private
val rv_inv_rv_elems_reg:
#a:Type0 -> #rst:Type -> #rg:regional rst a ->
h:HS.mem -> rv:rvector rg ->
i:uint32_t -> j:uint32_t{i <= j && j <= V.size_of rv} ->
Lemma (requires (RV.rv_inv h rv))
(ensures (RV.rv_elems_reg h rv i j))
let rv_inv_rv_elems_reg #a #rst #rg h rv i j = ()
// `insert_` recursively inserts proper hashes to each level `lv` by
// accumulating a compressed hash. For example, if there are three leaf elements
// in the tree, `insert_` will change `hs` as follow:
// (`hij` is a compressed hash from `hi` to `hj`)
//
// BEFORE INSERTION AFTER INSERTION
// lv
// 0 h0 h1 h2 ====> h0 h1 h2 h3
// 1 h01 h01 h23
// 2 h03
//
private
val insert_:
#hsz:hash_size_t ->
#hash_spec:Ghost.erased (MTS.hash_fun_t #(U32.v hsz)) ->
lv:uint32_t{lv < merkle_tree_size_lg} ->
i:Ghost.erased index_t ->
j:index_t{
Ghost.reveal i <= j &&
U32.v j < pow2 (32 - U32.v lv) - 1 &&
j < uint32_32_max} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
acc:hash #hsz ->
hash_fun:hash_fun_t #hsz #hash_spec ->
HST.ST unit
(requires (fun h0 ->
RV.rv_inv h0 hs /\
Rgl?.r_inv (hreg hsz) h0 acc /\
HH.disjoint (V.frameOf hs) (B.frameOf acc) /\
mt_safe_elts h0 lv hs (Ghost.reveal i) j))
(ensures (fun h0 _ h1 ->
// memory safety
modifies (loc_union
(loc_union
(RV.rv_loc_elems h0 hs lv (V.size_of hs))
(V.loc_vector_within hs lv (V.size_of hs)))
(B.loc_all_regions_from false (B.frameOf acc)))
h0 h1 /\
RV.rv_inv h1 hs /\
Rgl?.r_inv (hreg hsz) h1 acc /\
mt_safe_elts h1 lv hs (Ghost.reveal i) (j + 1ul) /\
// correctness
(mt_safe_elts_spec h0 lv hs (Ghost.reveal i) j;
S.equal (RV.as_seq h1 hs)
(MTH.insert_ #(U32.v hsz) #hash_spec (U32.v lv) (U32.v (Ghost.reveal i)) (U32.v j)
(RV.as_seq h0 hs) (Rgl?.r_repr (hreg hsz) h0 acc)))))
(decreases (U32.v j))
#push-options "--z3rlimit 800 --initial_fuel 1 --max_fuel 1 --initial_ifuel 1 --max_ifuel 1"
let rec insert_ #hsz #hash_spec lv i j hs acc hash_fun =
let hh0 = HST.get () in
hash_vv_insert_copy lv i j hs acc;
let hh1 = HST.get () in
// Base conditions
V.loc_vector_within_included hs lv (lv + 1ul);
V.loc_vector_within_included hs (lv + 1ul) (V.size_of hs);
V.loc_vector_within_disjoint hs lv (lv + 1ul) (lv + 1ul) (V.size_of hs);
assert (V.size_of (V.get hh1 hs lv) == j + 1ul - offset_of (Ghost.reveal i));
assert (mt_safe_elts hh1 (lv + 1ul) hs (Ghost.reveal i / 2ul) (j / 2ul));
if j % 2ul = 1ul
then (insert_index_helper_odd lv (Ghost.reveal i) j;
assert (S.length (S.index (RV.as_seq hh0 hs) (U32.v lv)) > 0);
let lvhs = V.index hs lv in
assert (U32.v (V.size_of lvhs) ==
S.length (S.index (RV.as_seq hh0 hs) (U32.v lv)) + 1);
assert (V.size_of lvhs > 1ul);
/// 3) Update the accumulator `acc`.
hash_vec_rv_inv_r_inv hh1 (V.get hh1 hs lv) (V.size_of (V.get hh1 hs lv) - 2ul);
assert (Rgl?.r_inv (hreg hsz) hh1 acc);
hash_fun (V.index lvhs (V.size_of lvhs - 2ul)) acc acc;
let hh2 = HST.get () in
// 3-1) For the `modifies` postcondition
assert (modifies (B.loc_all_regions_from false (B.frameOf acc)) hh1 hh2);
assert (modifies
(loc_union
(loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul)))
(B.loc_all_regions_from false (B.frameOf acc)))
hh0 hh2);
// 3-2) Preservation
RV.rv_inv_preserved
hs (B.loc_region_only false (B.frameOf acc)) hh1 hh2;
RV.as_seq_preserved
hs (B.loc_region_only false (B.frameOf acc)) hh1 hh2;
RV.rv_loc_elems_preserved
hs (lv + 1ul) (V.size_of hs)
(B.loc_region_only false (B.frameOf acc)) hh1 hh2;
assert (RV.rv_inv hh2 hs);
assert (Rgl?.r_inv (hreg hsz) hh2 acc);
// 3-3) For `mt_safe_elts`
V.get_preserved hs lv
(B.loc_region_only false (B.frameOf acc)) hh1 hh2; // head preserved
mt_safe_elts_preserved
(lv + 1ul) hs (Ghost.reveal i / 2ul) (j / 2ul)
(B.loc_region_only false (B.frameOf acc)) hh1 hh2; // tail preserved
// 3-4) Correctness
insert_snoc_last_helper
(RV.as_seq hh0 (V.get hh0 hs lv))
(Rgl?.r_repr (hreg hsz) hh0 acc);
assert (S.equal (Rgl?.r_repr (hreg hsz) hh2 acc) // `nacc` in `MTH.insert_`
((Ghost.reveal hash_spec)
(S.last (S.index (RV.as_seq hh0 hs) (U32.v lv)))
(Rgl?.r_repr (hreg hsz) hh0 acc)));
/// 4) Recursion
insert_ (lv + 1ul)
(Ghost.hide (Ghost.reveal i / 2ul)) (j / 2ul)
hs acc hash_fun;
let hh3 = HST.get () in
// 4-0) Memory safety brought from the postcondition of the recursion
assert (RV.rv_inv hh3 hs);
assert (Rgl?.r_inv (hreg hsz) hh3 acc);
assert (modifies (loc_union
(loc_union
(RV.rv_loc_elems hh0 hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs)))
(B.loc_all_regions_from false (B.frameOf acc)))
hh2 hh3);
assert (modifies
(loc_union
(loc_union
(loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul)))
(B.loc_all_regions_from false (B.frameOf acc)))
(loc_union
(loc_union
(RV.rv_loc_elems hh0 hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs)))
(B.loc_all_regions_from false (B.frameOf acc))))
hh0 hh3);
// 4-1) For `mt_safe_elts`
rv_inv_rv_elems_reg hh2 hs (lv + 1ul) (V.size_of hs);
RV.rv_loc_elems_included hh2 hs (lv + 1ul) (V.size_of hs);
assert (loc_disjoint
(V.loc_vector_within hs lv (lv + 1ul))
(RV.rv_loc_elems hh2 hs (lv + 1ul) (V.size_of hs)));
assert (loc_disjoint
(V.loc_vector_within hs lv (lv + 1ul))
(B.loc_all_regions_from false (B.frameOf acc)));
V.get_preserved hs lv
(loc_union
(loc_union
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs))
(RV.rv_loc_elems hh2 hs (lv + 1ul) (V.size_of hs)))
(B.loc_all_regions_from false (B.frameOf acc)))
hh2 hh3;
assert (V.size_of (V.get hh3 hs lv) ==
j + 1ul - offset_of (Ghost.reveal i)); // head preserved
assert (mt_safe_elts hh3 (lv + 1ul) hs
(Ghost.reveal i / 2ul) (j / 2ul + 1ul)); // tail by recursion
mt_safe_elts_constr hh3 lv hs (Ghost.reveal i) (j + 1ul);
assert (mt_safe_elts hh3 lv hs (Ghost.reveal i) (j + 1ul));
// 4-2) Correctness
mt_safe_elts_spec hh2 (lv + 1ul) hs (Ghost.reveal i / 2ul) (j / 2ul);
assert (S.equal (RV.as_seq hh3 hs)
(MTH.insert_ #(U32.v hsz) #(Ghost.reveal hash_spec) (U32.v lv + 1) (U32.v (Ghost.reveal i) / 2) (U32.v j / 2)
(RV.as_seq hh2 hs) (Rgl?.r_repr (hreg hsz) hh2 acc)));
mt_safe_elts_spec hh0 lv hs (Ghost.reveal i) j;
MTH.insert_rec #(U32.v hsz) #(Ghost.reveal hash_spec) (U32.v lv) (U32.v (Ghost.reveal i)) (U32.v j)
(RV.as_seq hh0 hs) (Rgl?.r_repr (hreg hsz) hh0 acc);
assert (S.equal (RV.as_seq hh3 hs)
(MTH.insert_ #(U32.v hsz) #(Ghost.reveal hash_spec) (U32.v lv) (U32.v (Ghost.reveal i)) (U32.v j)
(RV.as_seq hh0 hs) (Rgl?.r_repr (hreg hsz) hh0 acc))))
else (insert_index_helper_even lv j;
// memory safety
assert (mt_safe_elts hh1 (lv + 1ul) hs (Ghost.reveal i / 2ul) ((j + 1ul) / 2ul));
mt_safe_elts_constr hh1 lv hs (Ghost.reveal i) (j + 1ul);
assert (mt_safe_elts hh1 lv hs (Ghost.reveal i) (j + 1ul));
assert (modifies
(loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul)))
hh0 hh1);
insert_modifies_union_loc_weakening
(loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul)))
(B.loc_all_regions_from false (B.frameOf acc))
(loc_union
(loc_union
(RV.rv_loc_elems hh0 hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs)))
(B.loc_all_regions_from false (B.frameOf acc)))
hh0 hh1;
// correctness
mt_safe_elts_spec hh0 lv hs (Ghost.reveal i) j;
MTH.insert_base #(U32.v hsz) #(Ghost.reveal hash_spec) (U32.v lv) (U32.v (Ghost.reveal i)) (U32.v j)
(RV.as_seq hh0 hs) (Rgl?.r_repr (hreg hsz) hh0 acc);
assert (S.equal (RV.as_seq hh1 hs)
(MTH.insert_ #(U32.v hsz) #(Ghost.reveal hash_spec) (U32.v lv) (U32.v (Ghost.reveal i)) (U32.v j)
(RV.as_seq hh0 hs) (Rgl?.r_repr (hreg hsz) hh0 acc))));
/// 5) Proving the postcondition after recursion
let hh4 = HST.get () in
// 5-1) For the `modifies` postcondition.
assert (modifies
(loc_union
(loc_union
(loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul)))
(B.loc_all_regions_from false (B.frameOf acc)))
(loc_union
(loc_union
(RV.rv_loc_elems hh0 hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs)))
(B.loc_all_regions_from false (B.frameOf acc))))
hh0 hh4);
insert_modifies_rec_helper
lv hs (B.loc_all_regions_from false (B.frameOf acc)) hh0;
// 5-2) For `mt_safe_elts`
assert (mt_safe_elts hh4 lv hs (Ghost.reveal i) (j + 1ul));
// 5-3) Preservation
assert (RV.rv_inv hh4 hs);
assert (Rgl?.r_inv (hreg hsz) hh4 acc);
// 5-4) Correctness
mt_safe_elts_spec hh0 lv hs (Ghost.reveal i) j;
assert (S.equal (RV.as_seq hh4 hs)
(MTH.insert_ #(U32.v hsz) #hash_spec (U32.v lv) (U32.v (Ghost.reveal i)) (U32.v j)
(RV.as_seq hh0 hs) (Rgl?.r_repr (hreg hsz) hh0 acc))) // QED
#pop-options
private inline_for_extraction
val mt_insert_pre_nst: mtv:merkle_tree -> v:hash #(MT?.hash_size mtv) -> Tot bool
let mt_insert_pre_nst mtv v = mt_not_full_nst mtv && add64_fits (MT?.offset mtv) ((MT?.j mtv) + 1ul)
val mt_insert_pre: #hsz:Ghost.erased hash_size_t -> mt:const_mt_p -> v:hash #hsz -> HST.ST bool
(requires (fun h0 -> mt_safe h0 (CB.cast mt) /\ (MT?.hash_size (B.get h0 (CB.cast mt) 0)) = Ghost.reveal hsz))
(ensures (fun _ _ _ -> True))
let mt_insert_pre #hsz mt v =
let mt = !*(CB.cast mt) in
assert (MT?.hash_size mt == (MT?.hash_size mt));
mt_insert_pre_nst mt v
// `mt_insert` inserts a hash to a Merkle tree. Note that this operation
// manipulates the content in `v`, since it uses `v` as an accumulator during
// insertion.
#push-options "--z3rlimit 100 --initial_fuel 1 --max_fuel 1 --initial_ifuel 1 --max_ifuel 1"
val mt_insert:
hsz:Ghost.erased hash_size_t ->
mt:mt_p -> v:hash #hsz ->
HST.ST unit
(requires (fun h0 ->
let dmt = B.get h0 mt 0 in
mt_safe h0 mt /\
Rgl?.r_inv (hreg hsz) h0 v /\
HH.disjoint (B.frameOf mt) (B.frameOf v) /\
MT?.hash_size dmt = Ghost.reveal hsz /\
mt_insert_pre_nst dmt v))
(ensures (fun h0 _ h1 ->
// memory safety
modifies (loc_union
(mt_loc mt)
(B.loc_all_regions_from false (B.frameOf v)))
h0 h1 /\
mt_safe h1 mt /\
// correctness
MT?.hash_size (B.get h1 mt 0) = Ghost.reveal hsz /\
mt_lift h1 mt == MTH.mt_insert (mt_lift h0 mt) (Rgl?.r_repr (hreg hsz) h0 v)))
#pop-options
#push-options "--z3rlimit 40"
let mt_insert hsz mt v =
let hh0 = HST.get () in
let mtv = !*mt in
let hs = MT?.hs mtv in
let hsz = MT?.hash_size mtv in
insert_ #hsz #(Ghost.reveal (MT?.hash_spec mtv)) 0ul (Ghost.hide (MT?.i mtv)) (MT?.j mtv) hs v (MT?.hash_fun mtv);
let hh1 = HST.get () in
RV.rv_loc_elems_included hh0 (MT?.hs mtv) 0ul (V.size_of hs);
V.loc_vector_within_included hs 0ul (V.size_of hs);
RV.rv_inv_preserved
(MT?.rhs mtv)
(loc_union
(loc_union
(RV.rv_loc_elems hh0 hs 0ul (V.size_of hs))
(V.loc_vector_within hs 0ul (V.size_of hs)))
(B.loc_all_regions_from false (B.frameOf v)))
hh0 hh1;
RV.as_seq_preserved
(MT?.rhs mtv)
(loc_union
(loc_union
(RV.rv_loc_elems hh0 hs 0ul (V.size_of hs))
(V.loc_vector_within hs 0ul (V.size_of hs)))
(B.loc_all_regions_from false (B.frameOf v)))
hh0 hh1;
Rgl?.r_sep (hreg hsz) (MT?.mroot mtv)
(loc_union
(loc_union
(RV.rv_loc_elems hh0 hs 0ul (V.size_of hs))
(V.loc_vector_within hs 0ul (V.size_of hs)))
(B.loc_all_regions_from false (B.frameOf v)))
hh0 hh1;
mt *= MT (MT?.hash_size mtv)
(MT?.offset mtv)
(MT?.i mtv)
(MT?.j mtv + 1ul)
(MT?.hs mtv)
false // `rhs` is always deprecated right after an insertion.
(MT?.rhs mtv)
(MT?.mroot mtv)
(MT?.hash_spec mtv)
(MT?.hash_fun mtv);
let hh2 = HST.get () in
RV.rv_inv_preserved
(MT?.hs mtv) (B.loc_buffer mt) hh1 hh2;
RV.rv_inv_preserved
(MT?.rhs mtv) (B.loc_buffer mt) hh1 hh2;
RV.as_seq_preserved
(MT?.hs mtv) (B.loc_buffer mt) hh1 hh2;
RV.as_seq_preserved
(MT?.rhs mtv) (B.loc_buffer mt) hh1 hh2;
Rgl?.r_sep (hreg hsz) (MT?.mroot mtv) (B.loc_buffer mt) hh1 hh2;
mt_safe_elts_preserved
0ul (MT?.hs mtv) (MT?.i mtv) (MT?.j mtv + 1ul) (B.loc_buffer mt)
hh1 hh2
#pop-options
// `mt_create` initiates a Merkle tree with a given initial hash `init`.
// A valid Merkle tree should contain at least one element.
val mt_create_custom:
hsz:hash_size_t ->
hash_spec:Ghost.erased (MTS.hash_fun_t #(U32.v hsz)) ->
r:HST.erid -> init:hash #hsz -> hash_fun:hash_fun_t #hsz #hash_spec -> HST.ST mt_p
(requires (fun h0 ->
Rgl?.r_inv (hreg hsz) h0 init /\
HH.disjoint r (B.frameOf init)))
(ensures (fun h0 mt h1 ->
// memory safety
modifies (loc_union (mt_loc mt) (B.loc_all_regions_from false (B.frameOf init))) h0 h1 /\
mt_safe h1 mt /\
// correctness
MT?.hash_size (B.get h1 mt 0) = hsz /\
mt_lift h1 mt == MTH.mt_create (U32.v hsz) (Ghost.reveal hash_spec) (Rgl?.r_repr (hreg hsz) h0 init)))
#push-options "--z3rlimit 40"
let mt_create_custom hsz hash_spec r init hash_fun =
let hh0 = HST.get () in
let mt = create_empty_mt hsz hash_spec hash_fun r in
mt_insert hsz mt init;
let hh2 = HST.get () in
mt
#pop-options
/// Construction and Destruction of paths
// Since each element pointer in `path` is from the target Merkle tree and
// each element has different location in `MT?.hs` (thus different region id),
// we cannot use the regionality property for `path`s. Hence here we manually
// define invariants and representation.
noeq type path =
| Path: hash_size:hash_size_t ->
hashes:V.vector (hash #hash_size) ->
path
type path_p = B.pointer path
type const_path_p = const_pointer path
private
let phashes (h:HS.mem) (p:path_p)
: GTot (V.vector (hash #(Path?.hash_size (B.get h p 0))))
= Path?.hashes (B.get h p 0)
// Memory safety of a path as an invariant
inline_for_extraction noextract
val path_safe:
h:HS.mem -> mtr:HH.rid -> p:path_p -> GTot Type0
let path_safe h mtr p =
B.live h p /\ B.freeable p /\
V.live h (phashes h p) /\ V.freeable (phashes h p) /\
HST.is_eternal_region (V.frameOf (phashes h p)) /\
(let hsz = Path?.hash_size (B.get h p 0) in
V.forall_all h (phashes h p)
(fun hp -> Rgl?.r_inv (hreg hsz) h hp /\
HH.includes mtr (Rgl?.region_of (hreg hsz) hp)) /\
HH.extends (V.frameOf (phashes h p)) (B.frameOf p) /\
HH.disjoint mtr (B.frameOf p))
val path_loc: path_p -> GTot loc
let path_loc p = B.loc_all_regions_from false (B.frameOf p)
val lift_path_:
#hsz:hash_size_t ->
h:HS.mem ->
hs:S.seq (hash #hsz) ->
i:nat ->
j:nat{
i <= j /\ j <= S.length hs /\
V.forall_seq hs i j (fun hp -> Rgl?.r_inv (hreg hsz) h hp)} ->
GTot (hp:MTH.path #(U32.v hsz) {S.length hp = j - i}) (decreases j)
let rec lift_path_ #hsz h hs i j =
if i = j then S.empty
else (S.snoc (lift_path_ h hs i (j - 1))
(Rgl?.r_repr (hreg hsz) h (S.index hs (j - 1))))
// Representation of a path
val lift_path:
#hsz:hash_size_t ->
h:HS.mem -> mtr:HH.rid -> p:path_p {path_safe h mtr p /\ (Path?.hash_size (B.get h p 0)) = hsz} ->
GTot (hp:MTH.path #(U32.v hsz) {S.length hp = U32.v (V.size_of (phashes h p))})
let lift_path #hsz h mtr p =
lift_path_ h (V.as_seq h (phashes h p))
0 (S.length (V.as_seq h (phashes h p)))
val lift_path_index_:
#hsz:hash_size_t ->
h:HS.mem ->
hs:S.seq (hash #hsz) ->
i:nat -> j:nat{i <= j && j <= S.length hs} ->
k:nat{i <= k && k < j} ->
Lemma (requires (V.forall_seq hs i j (fun hp -> Rgl?.r_inv (hreg hsz) h hp)))
(ensures (Rgl?.r_repr (hreg hsz) h (S.index hs k) ==
S.index (lift_path_ h hs i j) (k - i)))
(decreases j)
[SMTPat (S.index (lift_path_ h hs i j) (k - i))]
#push-options "--initial_fuel 1 --max_fuel 1 --initial_ifuel 1 --max_ifuel 1"
let rec lift_path_index_ #hsz h hs i j k =
if i = j then ()
else if k = j - 1 then ()
else lift_path_index_ #hsz h hs i (j - 1) k
#pop-options
val lift_path_index:
h:HS.mem -> mtr:HH.rid ->
p:path_p -> i:uint32_t ->
Lemma (requires (path_safe h mtr p /\
i < V.size_of (phashes h p)))
(ensures (let hsz = Path?.hash_size (B.get h p 0) in
Rgl?.r_repr (hreg hsz) h (V.get h (phashes h p) i) ==
S.index (lift_path #(hsz) h mtr p) (U32.v i)))
let lift_path_index h mtr p i =
lift_path_index_ h (V.as_seq h (phashes h p))
0 (S.length (V.as_seq h (phashes h p))) (U32.v i)
val lift_path_eq:
#hsz:hash_size_t ->
h:HS.mem ->
hs1:S.seq (hash #hsz) -> hs2:S.seq (hash #hsz) ->
i:nat -> j:nat ->
Lemma (requires (i <= j /\ j <= S.length hs1 /\ j <= S.length hs2 /\
S.equal (S.slice hs1 i j) (S.slice hs2 i j) /\
V.forall_seq hs1 i j (fun hp -> Rgl?.r_inv (hreg hsz) h hp) /\
V.forall_seq hs2 i j (fun hp -> Rgl?.r_inv (hreg hsz) h hp)))
(ensures (S.equal (lift_path_ h hs1 i j) (lift_path_ h hs2 i j)))
let lift_path_eq #hsz h hs1 hs2 i j =
assert (forall (k:nat{i <= k && k < j}).
S.index (lift_path_ h hs1 i j) (k - i) ==
Rgl?.r_repr (hreg hsz) h (S.index hs1 k));
assert (forall (k:nat{i <= k && k < j}).
S.index (lift_path_ h hs2 i j) (k - i) ==
Rgl?.r_repr (hreg hsz) h (S.index hs2 k));
assert (forall (k:nat{k < j - i}).
S.index (lift_path_ h hs1 i j) k ==
Rgl?.r_repr (hreg hsz) h (S.index hs1 (k + i)));
assert (forall (k:nat{k < j - i}).
S.index (lift_path_ h hs2 i j) k ==
Rgl?.r_repr (hreg hsz) h (S.index hs2 (k + i)));
assert (forall (k:nat{k < j - i}).
S.index (S.slice hs1 i j) k == S.index (S.slice hs2 i j) k);
assert (forall (k:nat{i <= k && k < j}).
S.index (S.slice hs1 i j) (k - i) == S.index (S.slice hs2 i j) (k - i))
private
val path_safe_preserved_:
#hsz:hash_size_t ->
mtr:HH.rid -> hs:S.seq (hash #hsz) ->
i:nat -> j:nat{i <= j && j <= S.length hs} ->
dl:loc -> h0:HS.mem -> h1:HS.mem ->
Lemma
(requires (V.forall_seq hs i j
(fun hp ->
Rgl?.r_inv (hreg hsz) h0 hp /\
HH.includes mtr (Rgl?.region_of (hreg hsz) hp)) /\
loc_disjoint dl (B.loc_all_regions_from false mtr) /\
modifies dl h0 h1))
(ensures (V.forall_seq hs i j
(fun hp ->
Rgl?.r_inv (hreg hsz) h1 hp /\
HH.includes mtr (Rgl?.region_of (hreg hsz) hp))))
(decreases j)
let rec path_safe_preserved_ #hsz mtr hs i j dl h0 h1 =
if i = j then ()
else (assert (loc_includes
(B.loc_all_regions_from false mtr)
(B.loc_all_regions_from false
(Rgl?.region_of (hreg hsz) (S.index hs (j - 1)))));
Rgl?.r_sep (hreg hsz) (S.index hs (j - 1)) dl h0 h1;
path_safe_preserved_ mtr hs i (j - 1) dl h0 h1)
val path_safe_preserved:
mtr:HH.rid -> p:path_p ->
dl:loc -> h0:HS.mem -> h1:HS.mem ->
Lemma (requires (path_safe h0 mtr p /\
loc_disjoint dl (path_loc p) /\
loc_disjoint dl (B.loc_all_regions_from false mtr) /\
modifies dl h0 h1))
(ensures (path_safe h1 mtr p))
let path_safe_preserved mtr p dl h0 h1 =
assert (loc_includes (path_loc p) (B.loc_buffer p));
assert (loc_includes (path_loc p) (V.loc_vector (phashes h0 p)));
path_safe_preserved_
mtr (V.as_seq h0 (phashes h0 p))
0 (S.length (V.as_seq h0 (phashes h0 p))) dl h0 h1
val path_safe_init_preserved:
mtr:HH.rid -> p:path_p ->
dl:loc -> h0:HS.mem -> h1:HS.mem ->
Lemma (requires (path_safe h0 mtr p /\
V.size_of (phashes h0 p) = 0ul /\
B.loc_disjoint dl (path_loc p) /\
modifies dl h0 h1))
(ensures (path_safe h1 mtr p /\
V.size_of (phashes h1 p) = 0ul))
let path_safe_init_preserved mtr p dl h0 h1 =
assert (loc_includes (path_loc p) (B.loc_buffer p));
assert (loc_includes (path_loc p) (V.loc_vector (phashes h0 p)))
val path_preserved_:
#hsz:hash_size_t ->
mtr:HH.rid ->
hs:S.seq (hash #hsz) ->
i:nat -> j:nat{i <= j && j <= S.length hs} ->
dl:loc -> h0:HS.mem -> h1:HS.mem ->
Lemma (requires (V.forall_seq hs i j
(fun hp -> Rgl?.r_inv (hreg hsz) h0 hp /\
HH.includes mtr (Rgl?.region_of (hreg hsz) hp)) /\
loc_disjoint dl (B.loc_all_regions_from false mtr) /\
modifies dl h0 h1))
(ensures (path_safe_preserved_ mtr hs i j dl h0 h1;
S.equal (lift_path_ h0 hs i j)
(lift_path_ h1 hs i j)))
(decreases j)
#push-options "--initial_fuel 1 --max_fuel 1 --initial_ifuel 1 --max_ifuel 1"
let rec path_preserved_ #hsz mtr hs i j dl h0 h1 =
if i = j then ()
else (path_safe_preserved_ mtr hs i (j - 1) dl h0 h1;
path_preserved_ mtr hs i (j - 1) dl h0 h1;
assert (loc_includes
(B.loc_all_regions_from false mtr)
(B.loc_all_regions_from false
(Rgl?.region_of (hreg hsz) (S.index hs (j - 1)))));
Rgl?.r_sep (hreg hsz) (S.index hs (j - 1)) dl h0 h1)
#pop-options
val path_preserved:
mtr:HH.rid -> p:path_p ->
dl:loc -> h0:HS.mem -> h1:HS.mem ->
Lemma (requires (path_safe h0 mtr p /\
loc_disjoint dl (path_loc p) /\
loc_disjoint dl (B.loc_all_regions_from false mtr) /\
modifies dl h0 h1))
(ensures (path_safe_preserved mtr p dl h0 h1;
let hsz0 = (Path?.hash_size (B.get h0 p 0)) in
let hsz1 = (Path?.hash_size (B.get h1 p 0)) in
let b:MTH.path = lift_path #hsz0 h0 mtr p in
let a:MTH.path = lift_path #hsz1 h1 mtr p in
hsz0 = hsz1 /\ S.equal b a))
let path_preserved mtr p dl h0 h1 =
assert (loc_includes (path_loc p) (B.loc_buffer p));
assert (loc_includes (path_loc p) (V.loc_vector (phashes h0 p)));
path_preserved_ mtr (V.as_seq h0 (phashes h0 p))
0 (S.length (V.as_seq h0 (phashes h0 p)))
dl h0 h1
val init_path:
hsz:hash_size_t ->
mtr:HH.rid -> r:HST.erid ->
HST.ST path_p
(requires (fun h0 -> HH.disjoint mtr r))
(ensures (fun h0 p h1 ->
// memory safety
path_safe h1 mtr p /\
// correctness
Path?.hash_size (B.get h1 p 0) = hsz /\
S.equal (lift_path #hsz h1 mtr p) S.empty))
let init_path hsz mtr r =
let nrid = HST.new_region r in
(B.malloc r (Path hsz (rg_alloc (hvreg hsz) nrid)) 1ul)
val clear_path:
mtr:HH.rid -> p:path_p ->
HST.ST unit
(requires (fun h0 -> path_safe h0 mtr p))
(ensures (fun h0 _ h1 ->
// memory safety
path_safe h1 mtr p /\
// correctness
V.size_of (phashes h1 p) = 0ul /\
S.equal (lift_path #(Path?.hash_size (B.get h1 p 0)) h1 mtr p) S.empty))
let clear_path mtr p =
let pv = !*p in
p *= Path (Path?.hash_size pv) (V.clear (Path?.hashes pv))
val free_path:
p:path_p ->
HST.ST unit
(requires (fun h0 ->
B.live h0 p /\ B.freeable p /\
V.live h0 (phashes h0 p) /\ V.freeable (phashes h0 p) /\
HH.extends (V.frameOf (phashes h0 p)) (B.frameOf p)))
(ensures (fun h0 _ h1 ->
modifies (path_loc p) h0 h1))
let free_path p =
let pv = !*p in
V.free (Path?.hashes pv);
B.free p
/// Getting the Merkle root and path
// Construct "rightmost hashes" for a given (incomplete) Merkle tree.
// This function calculates the Merkle root as well, which is the final
// accumulator value.
private
val construct_rhs:
#hsz:hash_size_t ->
#hash_spec:Ghost.erased (MTS.hash_fun_t #(U32.v hsz)) ->
lv:uint32_t{lv <= merkle_tree_size_lg} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
rhs:hash_vec #hsz {V.size_of rhs = merkle_tree_size_lg} ->
i:index_t ->
j:index_t{i <= j && (U32.v j) < pow2 (32 - U32.v lv)} ->
acc:hash #hsz ->
actd:bool ->
hash_fun:hash_fun_t #hsz #(Ghost.reveal hash_spec) ->
HST.ST unit
(requires (fun h0 ->
RV.rv_inv h0 hs /\ RV.rv_inv h0 rhs /\
HH.disjoint (V.frameOf hs) (V.frameOf rhs) /\
Rgl?.r_inv (hreg hsz) h0 acc /\
HH.disjoint (B.frameOf acc) (V.frameOf hs) /\
HH.disjoint (B.frameOf acc) (V.frameOf rhs) /\
mt_safe_elts #hsz h0 lv hs i j))
(ensures (fun h0 _ h1 ->
// memory safety
modifies (loc_union
(RV.loc_rvector rhs)
(B.loc_all_regions_from false (B.frameOf acc)))
h0 h1 /\
RV.rv_inv h1 rhs /\
Rgl?.r_inv (hreg hsz) h1 acc /\
// correctness
(mt_safe_elts_spec #hsz h0 lv hs i j;
MTH.construct_rhs #(U32.v hsz) #(Ghost.reveal hash_spec)
(U32.v lv)
(Rgl?.r_repr (hvvreg hsz) h0 hs)
(Rgl?.r_repr (hvreg hsz) h0 rhs)
(U32.v i) (U32.v j)
(Rgl?.r_repr (hreg hsz) h0 acc) actd ==
(Rgl?.r_repr (hvreg hsz) h1 rhs, Rgl?.r_repr (hreg hsz) h1 acc)
)))
(decreases (U32.v j))
#push-options "--z3rlimit 250 --initial_fuel 1 --max_fuel 1 --initial_ifuel 1 --max_ifuel 1"
let rec construct_rhs #hsz #hash_spec lv hs rhs i j acc actd hash_fun =
let hh0 = HST.get () in
if j = 0ul then begin
assert (RV.rv_inv hh0 hs);
assert (mt_safe_elts #hsz hh0 lv hs i j);
mt_safe_elts_spec #hsz hh0 lv hs 0ul 0ul;
assert (MTH.hs_wf_elts #(U32.v hsz)
(U32.v lv) (RV.as_seq hh0 hs)
(U32.v i) (U32.v j));
let hh1 = HST.get() in
assert (MTH.construct_rhs #(U32.v hsz) #(Ghost.reveal hash_spec)
(U32.v lv)
(Rgl?.r_repr (hvvreg hsz) hh0 hs)
(Rgl?.r_repr (hvreg hsz) hh0 rhs)
(U32.v i) (U32.v j)
(Rgl?.r_repr (hreg hsz) hh0 acc) actd ==
(Rgl?.r_repr (hvreg hsz) hh1 rhs, Rgl?.r_repr (hreg hsz) hh1 acc))
end
else
let ofs = offset_of i in
begin
(if j % 2ul = 0ul
then begin
Math.Lemmas.pow2_double_mult (32 - U32.v lv - 1);
mt_safe_elts_rec #hsz hh0 lv hs i j;
construct_rhs #hsz #hash_spec (lv + 1ul) hs rhs (i / 2ul) (j / 2ul) acc actd hash_fun;
let hh1 = HST.get () in
// correctness
mt_safe_elts_spec #hsz hh0 lv hs i j;
MTH.construct_rhs_even #(U32.v hsz) #hash_spec
(U32.v lv) (Rgl?.r_repr (hvvreg hsz) hh0 hs) (Rgl?.r_repr (hvreg hsz) hh0 rhs)
(U32.v i) (U32.v j) (Rgl?.r_repr (hreg hsz) hh0 acc) actd;
assert (MTH.construct_rhs #(U32.v hsz) #hash_spec
(U32.v lv)
(Rgl?.r_repr (hvvreg hsz) hh0 hs)
(Rgl?.r_repr (hvreg hsz) hh0 rhs)
(U32.v i) (U32.v j)
(Rgl?.r_repr (hreg hsz) hh0 acc)
actd ==
(Rgl?.r_repr (hvreg hsz) hh1 rhs, Rgl?.r_repr (hreg hsz) hh1 acc))
end
else begin
if actd
then begin
RV.assign_copy (hcpy hsz) rhs lv acc;
let hh1 = HST.get () in
// memory safety
Rgl?.r_sep (hreg hsz) acc
(B.loc_all_regions_from false (V.frameOf rhs)) hh0 hh1;
RV.rv_inv_preserved
hs (B.loc_all_regions_from false (V.frameOf rhs))
hh0 hh1;
RV.as_seq_preserved
hs (B.loc_all_regions_from false (V.frameOf rhs))
hh0 hh1;
RV.rv_inv_preserved
(V.get hh0 hs lv) (B.loc_all_regions_from false (V.frameOf rhs))
hh0 hh1;
V.loc_vector_within_included hs lv (V.size_of hs);
mt_safe_elts_preserved lv hs i j
(B.loc_all_regions_from false (V.frameOf rhs))
hh0 hh1;
mt_safe_elts_head hh1 lv hs i j;
hash_vv_rv_inv_r_inv hh1 hs lv (j - 1ul - ofs);
// correctness
assert (S.equal (RV.as_seq hh1 rhs)
(S.upd (RV.as_seq hh0 rhs) (U32.v lv)
(Rgl?.r_repr (hreg hsz) hh0 acc)));
hash_fun (V.index (V.index hs lv) (j - 1ul - ofs)) acc acc;
let hh2 = HST.get () in
// memory safety
mt_safe_elts_preserved lv hs i j
(B.loc_all_regions_from false (B.frameOf acc)) hh1 hh2;
RV.rv_inv_preserved
hs (B.loc_region_only false (B.frameOf acc)) hh1 hh2;
RV.rv_inv_preserved
rhs (B.loc_region_only false (B.frameOf acc)) hh1 hh2;
RV.as_seq_preserved
hs (B.loc_region_only false (B.frameOf acc)) hh1 hh2;
RV.as_seq_preserved
rhs (B.loc_region_only false (B.frameOf acc)) hh1 hh2;
// correctness
hash_vv_as_seq_get_index hh0 hs lv (j - 1ul - ofs);
assert (Rgl?.r_repr (hreg hsz) hh2 acc ==
(Ghost.reveal hash_spec) (S.index (S.index (RV.as_seq hh0 hs) (U32.v lv))
(U32.v j - 1 - U32.v ofs))
(Rgl?.r_repr (hreg hsz) hh0 acc))
end
else begin
mt_safe_elts_head hh0 lv hs i j;
hash_vv_rv_inv_r_inv hh0 hs lv (j - 1ul - ofs);
hash_vv_rv_inv_disjoint hh0 hs lv (j - 1ul - ofs) (B.frameOf acc);
Cpy?.copy (hcpy hsz) hsz (V.index (V.index hs lv) (j - 1ul - ofs)) acc;
let hh1 = HST.get () in
// memory safety
V.loc_vector_within_included hs lv (V.size_of hs);
mt_safe_elts_preserved lv hs i j
(B.loc_all_regions_from false (B.frameOf acc)) hh0 hh1;
RV.rv_inv_preserved
hs (B.loc_all_regions_from false (B.frameOf acc)) hh0 hh1;
RV.rv_inv_preserved
rhs (B.loc_all_regions_from false (B.frameOf acc)) hh0 hh1;
RV.as_seq_preserved
hs (B.loc_all_regions_from false (B.frameOf acc)) hh0 hh1;
RV.as_seq_preserved
rhs (B.loc_all_regions_from false (B.frameOf acc)) hh0 hh1;
// correctness
hash_vv_as_seq_get_index hh0 hs lv (j - 1ul - ofs);
assert (Rgl?.r_repr (hreg hsz) hh1 acc ==
S.index (S.index (RV.as_seq hh0 hs) (U32.v lv))
(U32.v j - 1 - U32.v ofs))
end;
let hh3 = HST.get () in
assert (S.equal (RV.as_seq hh3 hs) (RV.as_seq hh0 hs));
assert (S.equal (RV.as_seq hh3 rhs)
(if actd
then S.upd (RV.as_seq hh0 rhs) (U32.v lv)
(Rgl?.r_repr (hreg hsz) hh0 acc)
else RV.as_seq hh0 rhs));
assert (Rgl?.r_repr (hreg hsz) hh3 acc ==
(if actd
then (Ghost.reveal hash_spec) (S.index (S.index (RV.as_seq hh0 hs) (U32.v lv))
(U32.v j - 1 - U32.v ofs))
(Rgl?.r_repr (hreg hsz) hh0 acc)
else S.index (S.index (RV.as_seq hh0 hs) (U32.v lv))
(U32.v j - 1 - U32.v ofs)));
mt_safe_elts_rec hh3 lv hs i j;
construct_rhs #hsz #hash_spec (lv + 1ul) hs rhs (i / 2ul) (j / 2ul) acc true hash_fun;
let hh4 = HST.get () in
mt_safe_elts_spec hh3 (lv + 1ul) hs (i / 2ul) (j / 2ul);
assert (MTH.construct_rhs #(U32.v hsz) #hash_spec
(U32.v lv + 1)
(Rgl?.r_repr (hvvreg hsz) hh3 hs)
(Rgl?.r_repr (hvreg hsz) hh3 rhs)
(U32.v i / 2) (U32.v j / 2)
(Rgl?.r_repr (hreg hsz) hh3 acc) true ==
(Rgl?.r_repr (hvreg hsz) hh4 rhs, Rgl?.r_repr (hreg hsz) hh4 acc));
mt_safe_elts_spec hh0 lv hs i j;
MTH.construct_rhs_odd #(U32.v hsz) #hash_spec
(U32.v lv) (Rgl?.r_repr (hvvreg hsz) hh0 hs) (Rgl?.r_repr (hvreg hsz) hh0 rhs)
(U32.v i) (U32.v j) (Rgl?.r_repr (hreg hsz) hh0 acc) actd;
assert (MTH.construct_rhs #(U32.v hsz) #hash_spec
(U32.v lv)
(Rgl?.r_repr (hvvreg hsz) hh0 hs)
(Rgl?.r_repr (hvreg hsz) hh0 rhs)
(U32.v i) (U32.v j)
(Rgl?.r_repr (hreg hsz) hh0 acc) actd ==
(Rgl?.r_repr (hvreg hsz) hh4 rhs, Rgl?.r_repr (hreg hsz) hh4 acc))
end)
end
#pop-options
private inline_for_extraction
val mt_get_root_pre_nst: mtv:merkle_tree -> rt:hash #(MT?.hash_size mtv) -> Tot bool
let mt_get_root_pre_nst mtv rt = true
val mt_get_root_pre:
#hsz:Ghost.erased hash_size_t ->
mt:const_mt_p ->
rt:hash #hsz ->
HST.ST bool
(requires (fun h0 ->
let mt = CB.cast mt in
MT?.hash_size (B.get h0 mt 0) = Ghost.reveal hsz /\
mt_safe h0 mt /\ Rgl?.r_inv (hreg hsz) h0 rt /\
HH.disjoint (B.frameOf mt) (B.frameOf rt)))
(ensures (fun _ _ _ -> True))
let mt_get_root_pre #hsz mt rt =
let mt = CB.cast mt in
let mt = !*mt in
let hsz = MT?.hash_size mt in
assert (MT?.hash_size mt = hsz);
mt_get_root_pre_nst mt rt
// `mt_get_root` returns the Merkle root. If it's already calculated with
// up-to-date hashes, the root is returned immediately. Otherwise it calls
// `construct_rhs` to build rightmost hashes and to calculate the Merkle root
// as well.
val mt_get_root:
#hsz:Ghost.erased hash_size_t ->
mt:const_mt_p ->
rt:hash #hsz ->
HST.ST unit
(requires (fun h0 ->
let mt = CB.cast mt in
let dmt = B.get h0 mt 0 in
MT?.hash_size dmt = (Ghost.reveal hsz) /\
mt_get_root_pre_nst dmt rt /\
mt_safe h0 mt /\ Rgl?.r_inv (hreg hsz) h0 rt /\
HH.disjoint (B.frameOf mt) (B.frameOf rt)))
(ensures (fun h0 _ h1 ->
let mt = CB.cast mt in
// memory safety
modifies (loc_union
(mt_loc mt)
(B.loc_all_regions_from false (B.frameOf rt)))
h0 h1 /\
mt_safe h1 mt /\
(let mtv0 = B.get h0 mt 0 in
let mtv1 = B.get h1 mt 0 in
MT?.hash_size mtv0 = (Ghost.reveal hsz) /\
MT?.hash_size mtv1 = (Ghost.reveal hsz) /\
MT?.i mtv1 = MT?.i mtv0 /\ MT?.j mtv1 = MT?.j mtv0 /\
MT?.hs mtv1 == MT?.hs mtv0 /\ MT?.rhs mtv1 == MT?.rhs mtv0 /\
MT?.offset mtv1 == MT?.offset mtv0 /\
MT?.rhs_ok mtv1 = true /\
Rgl?.r_inv (hreg hsz) h1 rt /\
// correctness
MTH.mt_get_root (mt_lift h0 mt) (Rgl?.r_repr (hreg hsz) h0 rt) ==
(mt_lift h1 mt, Rgl?.r_repr (hreg hsz) h1 rt))))
#push-options "--z3rlimit 150 --initial_fuel 1 --max_fuel 1"
let mt_get_root #hsz mt rt =
let mt = CB.cast mt in
let hh0 = HST.get () in
let mtv = !*mt in
let prefix = MT?.offset mtv in
let i = MT?.i mtv in
let j = MT?.j mtv in
let hs = MT?.hs mtv in
let rhs = MT?.rhs mtv in
let mroot = MT?.mroot mtv in
let hash_size = MT?.hash_size mtv in
let hash_spec = MT?.hash_spec mtv in
let hash_fun = MT?.hash_fun mtv in
if MT?.rhs_ok mtv
then begin
Cpy?.copy (hcpy hash_size) hash_size mroot rt;
let hh1 = HST.get () in
mt_safe_preserved mt
(B.loc_all_regions_from false (Rgl?.region_of (hreg hsz) rt)) hh0 hh1;
mt_preserved mt
(B.loc_all_regions_from false (Rgl?.region_of (hreg hsz) rt)) hh0 hh1;
MTH.mt_get_root_rhs_ok_true
(mt_lift hh0 mt) (Rgl?.r_repr (hreg hsz) hh0 rt);
assert (MTH.mt_get_root (mt_lift hh0 mt) (Rgl?.r_repr (hreg hsz) hh0 rt) ==
(mt_lift hh1 mt, Rgl?.r_repr (hreg hsz) hh1 rt))
end
else begin
construct_rhs #hash_size #hash_spec 0ul hs rhs i j rt false hash_fun;
let hh1 = HST.get () in
// memory safety
assert (RV.rv_inv hh1 rhs);
assert (Rgl?.r_inv (hreg hsz) hh1 rt);
assert (B.live hh1 mt);
RV.rv_inv_preserved
hs (loc_union
(RV.loc_rvector rhs)
(B.loc_all_regions_from false (B.frameOf rt)))
hh0 hh1;
RV.as_seq_preserved
hs (loc_union
(RV.loc_rvector rhs)
(B.loc_all_regions_from false (B.frameOf rt)))
hh0 hh1;
V.loc_vector_within_included hs 0ul (V.size_of hs);
mt_safe_elts_preserved 0ul hs i j
(loc_union
(RV.loc_rvector rhs)
(B.loc_all_regions_from false (B.frameOf rt)))
hh0 hh1;
// correctness
mt_safe_elts_spec hh0 0ul hs i j;
assert (MTH.construct_rhs #(U32.v hash_size) #hash_spec 0
(Rgl?.r_repr (hvvreg hsz) hh0 hs)
(Rgl?.r_repr (hvreg hsz) hh0 rhs)
(U32.v i) (U32.v j)
(Rgl?.r_repr (hreg hsz) hh0 rt) false ==
(Rgl?.r_repr (hvreg hsz) hh1 rhs, Rgl?.r_repr (hreg hsz) hh1 rt));
Cpy?.copy (hcpy hash_size) hash_size rt mroot;
let hh2 = HST.get () in
// memory safety
RV.rv_inv_preserved
hs (B.loc_all_regions_from false (B.frameOf mroot))
hh1 hh2;
RV.rv_inv_preserved
rhs (B.loc_all_regions_from false (B.frameOf mroot))
hh1 hh2;
RV.as_seq_preserved
hs (B.loc_all_regions_from false (B.frameOf mroot))
hh1 hh2;
RV.as_seq_preserved
rhs (B.loc_all_regions_from false (B.frameOf mroot))
hh1 hh2;
B.modifies_buffer_elim
rt (B.loc_all_regions_from false (B.frameOf mroot))
hh1 hh2;
mt_safe_elts_preserved 0ul hs i j
(B.loc_all_regions_from false (B.frameOf mroot))
hh1 hh2;
// correctness
assert (Rgl?.r_repr (hreg hsz) hh2 mroot == Rgl?.r_repr (hreg hsz) hh1 rt);
mt *= MT hash_size prefix i j hs true rhs mroot hash_spec hash_fun;
let hh3 = HST.get () in
// memory safety
Rgl?.r_sep (hreg hsz) rt (B.loc_buffer mt) hh2 hh3;
RV.rv_inv_preserved hs (B.loc_buffer mt) hh2 hh3;
RV.rv_inv_preserved rhs (B.loc_buffer mt) hh2 hh3;
RV.as_seq_preserved hs (B.loc_buffer mt) hh2 hh3;
RV.as_seq_preserved rhs (B.loc_buffer mt) hh2 hh3;
Rgl?.r_sep (hreg hsz) mroot (B.loc_buffer mt) hh2 hh3;
mt_safe_elts_preserved 0ul hs i j
(B.loc_buffer mt) hh2 hh3;
assert (mt_safe hh3 mt);
// correctness
MTH.mt_get_root_rhs_ok_false
(mt_lift hh0 mt) (Rgl?.r_repr (hreg hsz) hh0 rt);
assert (MTH.mt_get_root (mt_lift hh0 mt) (Rgl?.r_repr (hreg hsz) hh0 rt) ==
(MTH.MT #(U32.v hash_size)
(U32.v i) (U32.v j)
(RV.as_seq hh0 hs)
true
(RV.as_seq hh1 rhs)
(Rgl?.r_repr (hreg hsz) hh1 rt)
hash_spec,
Rgl?.r_repr (hreg hsz) hh1 rt));
assert (MTH.mt_get_root (mt_lift hh0 mt) (Rgl?.r_repr (hreg hsz) hh0 rt) ==
(mt_lift hh3 mt, Rgl?.r_repr (hreg hsz) hh3 rt))
end
#pop-options
inline_for_extraction
val mt_path_insert:
#hsz:hash_size_t ->
mtr:HH.rid -> p:path_p -> hp:hash #hsz ->
HST.ST unit
(requires (fun h0 ->
path_safe h0 mtr p /\
not (V.is_full (phashes h0 p)) /\
Rgl?.r_inv (hreg hsz) h0 hp /\
HH.disjoint mtr (B.frameOf p) /\
HH.includes mtr (B.frameOf hp) /\
Path?.hash_size (B.get h0 p 0) = hsz))
(ensures (fun h0 _ h1 ->
// memory safety
modifies (path_loc p) h0 h1 /\
path_safe h1 mtr p /\
// correctness
(let hsz0 = Path?.hash_size (B.get h0 p 0) in
let hsz1 = Path?.hash_size (B.get h1 p 0) in
(let before:(S.seq (MTH.hash #(U32.v hsz0))) = lift_path h0 mtr p in
let after:(S.seq (MTH.hash #(U32.v hsz1))) = lift_path h1 mtr p in
V.size_of (phashes h1 p) = V.size_of (phashes h0 p) + 1ul /\
hsz = hsz0 /\ hsz = hsz1 /\
(let hspec:(S.seq (MTH.hash #(U32.v hsz))) = (MTH.path_insert #(U32.v hsz) before (Rgl?.r_repr (hreg hsz) h0 hp)) in
S.equal hspec after)))))
#push-options "--z3rlimit 20 --initial_fuel 1 --max_fuel 1"
let mt_path_insert #hsz mtr p hp =
let pth = !*p in
let pv = Path?.hashes pth in
let hh0 = HST.get () in
let ipv = V.insert pv hp in
let hh1 = HST.get () in
path_safe_preserved_
mtr (V.as_seq hh0 pv) 0 (S.length (V.as_seq hh0 pv))
(B.loc_all_regions_from false (V.frameOf ipv)) hh0 hh1;
path_preserved_
mtr (V.as_seq hh0 pv) 0 (S.length (V.as_seq hh0 pv))
(B.loc_all_regions_from false (V.frameOf ipv)) hh0 hh1;
Rgl?.r_sep (hreg hsz) hp
(B.loc_all_regions_from false (V.frameOf ipv)) hh0 hh1;
p *= Path hsz ipv;
let hh2 = HST.get () in
path_safe_preserved_
mtr (V.as_seq hh1 ipv) 0 (S.length (V.as_seq hh1 ipv))
(B.loc_region_only false (B.frameOf p)) hh1 hh2;
path_preserved_
mtr (V.as_seq hh1 ipv) 0 (S.length (V.as_seq hh1 ipv))
(B.loc_region_only false (B.frameOf p)) hh1 hh2;
Rgl?.r_sep (hreg hsz) hp
(B.loc_region_only false (B.frameOf p)) hh1 hh2;
assert (S.equal (lift_path hh2 mtr p)
(lift_path_ hh1 (S.snoc (V.as_seq hh0 pv) hp)
0 (S.length (V.as_seq hh1 ipv))));
lift_path_eq hh1 (S.snoc (V.as_seq hh0 pv) hp) (V.as_seq hh0 pv)
0 (S.length (V.as_seq hh0 pv))
#pop-options
// For given a target index `k`, the number of elements (in the tree) `j`,
// and a boolean flag (to check the existence of rightmost hashes), we can
// calculate a required Merkle path length.
//
// `mt_path_length` is a postcondition of `mt_get_path`, and a precondition
// of `mt_verify`. For detailed description, see `mt_get_path` and `mt_verify`.
private
val mt_path_length_step:
k:index_t ->
j:index_t{k <= j} ->
actd:bool ->
Tot (sl:uint32_t{U32.v sl = MTH.mt_path_length_step (U32.v k) (U32.v j) actd})
let mt_path_length_step k j actd =
if j = 0ul then 0ul
else (if k % 2ul = 0ul
then (if j = k || (j = k + 1ul && not actd) then 0ul else 1ul)
else 1ul)
private inline_for_extraction
val mt_path_length:
lv:uint32_t{lv <= merkle_tree_size_lg} ->
k:index_t ->
j:index_t{k <= j && U32.v j < pow2 (32 - U32.v lv)} ->
actd:bool ->
Tot (l:uint32_t{
U32.v l = MTH.mt_path_length (U32.v k) (U32.v j) actd &&
l <= 32ul - lv})
(decreases (U32.v j))
#push-options "--z3rlimit 10 --initial_fuel 1 --max_fuel 1"
let rec mt_path_length lv k j actd =
if j = 0ul then 0ul
else (let nactd = actd || (j % 2ul = 1ul) in
mt_path_length_step k j actd +
mt_path_length (lv + 1ul) (k / 2ul) (j / 2ul) nactd)
#pop-options
val mt_get_path_length:
mtr:HH.rid ->
p:const_path_p ->
HST.ST uint32_t
(requires (fun h0 -> path_safe h0 mtr (CB.cast p)))
(ensures (fun h0 _ h1 -> True))
let mt_get_path_length mtr p =
let pd = !*(CB.cast p) in
V.size_of (Path?.hashes pd)
private inline_for_extraction
val mt_make_path_step:
#hsz:hash_size_t ->
lv:uint32_t{lv <= merkle_tree_size_lg} ->
mtr:HH.rid ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
rhs:hash_vec #hsz {V.size_of rhs = merkle_tree_size_lg} ->
i:index_t ->
j:index_t{j <> 0ul /\ i <= j /\ U32.v j < pow2 (32 - U32.v lv)} ->
k:index_t{i <= k && k <= j} ->
p:path_p ->
actd:bool ->
HST.ST unit
(requires (fun h0 ->
HH.includes mtr (V.frameOf hs) /\
HH.includes mtr (V.frameOf rhs) /\
RV.rv_inv h0 hs /\ RV.rv_inv h0 rhs /\
mt_safe_elts h0 lv hs i j /\
path_safe h0 mtr p /\
Path?.hash_size (B.get h0 p 0) = hsz /\
V.size_of (phashes h0 p) <= lv + 1ul))
(ensures (fun h0 _ h1 ->
// memory safety
modifies (path_loc p) h0 h1 /\
path_safe h1 mtr p /\
V.size_of (phashes h1 p) == V.size_of (phashes h0 p) + mt_path_length_step k j actd /\
V.size_of (phashes h1 p) <= lv + 2ul /\
// correctness
(mt_safe_elts_spec h0 lv hs i j;
(let hsz0 = Path?.hash_size (B.get h0 p 0) in
let hsz1 = Path?.hash_size (B.get h1 p 0) in
let before:(S.seq (MTH.hash #(U32.v hsz0))) = lift_path h0 mtr p in
let after:(S.seq (MTH.hash #(U32.v hsz1))) = lift_path h1 mtr p in
hsz = hsz0 /\ hsz = hsz1 /\
S.equal after
(MTH.mt_make_path_step
(U32.v lv) (RV.as_seq h0 hs) (RV.as_seq h0 rhs)
(U32.v i) (U32.v j) (U32.v k) before actd)))))
#push-options "--z3rlimit 100 --initial_fuel 1 --max_fuel 1 --initial_ifuel 2 --max_ifuel 2"
let mt_make_path_step #hsz lv mtr hs rhs i j k p actd =
let pth = !*p in
let hh0 = HST.get () in
let ofs = offset_of i in
if k % 2ul = 1ul
then begin
hash_vv_rv_inv_includes hh0 hs lv (k - 1ul - ofs);
assert (HH.includes mtr
(B.frameOf (V.get hh0 (V.get hh0 hs lv) (k - 1ul - ofs))));
assert(Path?.hash_size pth = hsz);
mt_path_insert #hsz mtr p (V.index (V.index hs lv) (k - 1ul - ofs))
end
else begin
if k = j then ()
else if k + 1ul = j
then (if actd
then (assert (HH.includes mtr (B.frameOf (V.get hh0 rhs lv)));
mt_path_insert mtr p (V.index rhs lv)))
else (hash_vv_rv_inv_includes hh0 hs lv (k + 1ul - ofs);
assert (HH.includes mtr
(B.frameOf (V.get hh0 (V.get hh0 hs lv) (k + 1ul - ofs))));
mt_path_insert mtr p (V.index (V.index hs lv) (k + 1ul - ofs)))
end
#pop-options
private inline_for_extraction
val mt_get_path_step_pre_nst:
#hsz:Ghost.erased hash_size_t ->
mtr:HH.rid ->
p:path ->
i:uint32_t ->
Tot bool
let mt_get_path_step_pre_nst #hsz mtr p i =
i < V.size_of (Path?.hashes p)
val mt_get_path_step_pre:
#hsz:Ghost.erased hash_size_t ->
mtr:HH.rid ->
p:const_path_p ->
i:uint32_t ->
HST.ST bool
(requires (fun h0 ->
path_safe h0 mtr (CB.cast p) /\
(let pv = B.get h0 (CB.cast p) 0 in
Path?.hash_size pv = Ghost.reveal hsz /\
live h0 (Path?.hashes pv) /\
mt_get_path_step_pre_nst #hsz mtr pv i)))
(ensures (fun _ _ _ -> True))
let mt_get_path_step_pre #hsz mtr p i =
let p = CB.cast p in
mt_get_path_step_pre_nst #hsz mtr !*p i
val mt_get_path_step:
#hsz:Ghost.erased hash_size_t ->
mtr:HH.rid ->
p:const_path_p ->
i:uint32_t ->
HST.ST (hash #hsz)
(requires (fun h0 ->
path_safe h0 mtr (CB.cast p) /\
(let pv = B.get h0 (CB.cast p) 0 in
Path?.hash_size pv = Ghost.reveal hsz /\
live h0 (Path?.hashes pv) /\
i < V.size_of (Path?.hashes pv))))
(ensures (fun h0 r h1 -> True ))
let mt_get_path_step #hsz mtr p i =
let pd = !*(CB.cast p) in
V.index #(hash #(Path?.hash_size pd)) (Path?.hashes pd) i
private
val mt_get_path_:
#hsz:hash_size_t ->
lv:uint32_t{lv <= merkle_tree_size_lg} ->
mtr:HH.rid ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
rhs:hash_vec #hsz {V.size_of rhs = merkle_tree_size_lg} ->
i:index_t -> j:index_t{i <= j /\ U32.v j < pow2 (32 - U32.v lv)} ->
k:index_t{i <= k && k <= j} ->
p:path_p ->
actd:bool ->
HST.ST unit
(requires (fun h0 ->
HH.includes mtr (V.frameOf hs) /\
HH.includes mtr (V.frameOf rhs) /\
RV.rv_inv h0 hs /\ RV.rv_inv h0 rhs /\
mt_safe_elts h0 lv hs i j /\
path_safe h0 mtr p /\
Path?.hash_size (B.get h0 p 0) = hsz /\
V.size_of (phashes h0 p) <= lv + 1ul))
(ensures (fun h0 _ h1 ->
// memory safety
modifies (path_loc p) h0 h1 /\
path_safe h1 mtr p /\
V.size_of (phashes h1 p) ==
V.size_of (phashes h0 p) + mt_path_length lv k j actd /\
// correctness
(mt_safe_elts_spec h0 lv hs i j;
(let hsz0 = Path?.hash_size (B.get h0 p 0) in
let hsz1 = Path?.hash_size (B.get h1 p 0) in
let before:(S.seq (MTH.hash #(U32.v hsz0))) = lift_path h0 mtr p in
let after:(S.seq (MTH.hash #(U32.v hsz1))) = lift_path h1 mtr p in
hsz = hsz0 /\ hsz = hsz1 /\
S.equal after
(MTH.mt_get_path_ (U32.v lv) (RV.as_seq h0 hs) (RV.as_seq h0 rhs)
(U32.v i) (U32.v j) (U32.v k) before actd)))))
(decreases (32 - U32.v lv))
#push-options "--z3rlimit 300 --initial_fuel 1 --max_fuel 1 --max_ifuel 2 --initial_ifuel 2"
let rec mt_get_path_ #hsz lv mtr hs rhs i j k p actd =
let hh0 = HST.get () in
mt_safe_elts_spec hh0 lv hs i j;
let ofs = offset_of i in
if j = 0ul then ()
else
(mt_make_path_step lv mtr hs rhs i j k p actd;
let hh1 = HST.get () in
mt_safe_elts_spec hh0 lv hs i j;
assert (S.equal (lift_path hh1 mtr p)
(MTH.mt_make_path_step
(U32.v lv) (RV.as_seq hh0 hs) (RV.as_seq hh0 rhs)
(U32.v i) (U32.v j) (U32.v k)
(lift_path hh0 mtr p) actd));
RV.rv_inv_preserved hs (path_loc p) hh0 hh1;
RV.rv_inv_preserved rhs (path_loc p) hh0 hh1;
RV.as_seq_preserved hs (path_loc p) hh0 hh1;
RV.as_seq_preserved rhs (path_loc p) hh0 hh1;
V.loc_vector_within_included hs lv (V.size_of hs);
mt_safe_elts_preserved lv hs i j (path_loc p) hh0 hh1;
assert (mt_safe_elts hh1 lv hs i j);
mt_safe_elts_rec hh1 lv hs i j;
mt_safe_elts_spec hh1 (lv + 1ul) hs (i / 2ul) (j / 2ul);
mt_get_path_ (lv + 1ul) mtr hs rhs (i / 2ul) (j / 2ul) (k / 2ul) p
(if j % 2ul = 0ul then actd else true);
let hh2 = HST.get () in
assert (S.equal (lift_path hh2 mtr p)
(MTH.mt_get_path_ (U32.v lv + 1)
(RV.as_seq hh1 hs) (RV.as_seq hh1 rhs)
(U32.v i / 2) (U32.v j / 2) (U32.v k / 2)
(lift_path hh1 mtr p)
(if U32.v j % 2 = 0 then actd else true)));
assert (S.equal (lift_path hh2 mtr p)
(MTH.mt_get_path_ (U32.v lv)
(RV.as_seq hh0 hs) (RV.as_seq hh0 rhs)
(U32.v i) (U32.v j) (U32.v k)
(lift_path hh0 mtr p) actd)))
#pop-options
private inline_for_extraction
val mt_get_path_pre_nst:
mtv:merkle_tree ->
idx:offset_t ->
p:path ->
root:(hash #(MT?.hash_size mtv)) ->
Tot bool
let mt_get_path_pre_nst mtv idx p root =
offsets_connect (MT?.offset mtv) idx &&
Path?.hash_size p = MT?.hash_size mtv &&
([@inline_let] let idx = split_offset (MT?.offset mtv) idx in
MT?.i mtv <= idx && idx < MT?.j mtv &&
V.size_of (Path?.hashes p) = 0ul)
val mt_get_path_pre:
#hsz:Ghost.erased hash_size_t ->
mt:const_mt_p ->
idx:offset_t ->
p:const_path_p ->
root:hash #hsz ->
HST.ST bool
(requires (fun h0 ->
let mt = CB.cast mt in
let p = CB.cast p in
let dmt = B.get h0 mt 0 in
let dp = B.get h0 p 0 in
MT?.hash_size dmt = (Ghost.reveal hsz) /\
Path?.hash_size dp = (Ghost.reveal hsz) /\
mt_safe h0 mt /\
path_safe h0 (B.frameOf mt) p /\
Rgl?.r_inv (hreg hsz) h0 root /\
HH.disjoint (B.frameOf root) (B.frameOf mt) /\
HH.disjoint (B.frameOf root) (B.frameOf p)))
(ensures (fun _ _ _ -> True))
let mt_get_path_pre #_ mt idx p root =
let mt = CB.cast mt in
let p = CB.cast p in
let mtv = !*mt in
mt_get_path_pre_nst mtv idx !*p root
val mt_get_path_loc_union_helper:
l1:loc -> l2:loc ->
Lemma (loc_union (loc_union l1 l2) l2 == loc_union l1 l2)
let mt_get_path_loc_union_helper l1 l2 = ()
// Construct a Merkle path for a given index `idx`, hashes `mt.hs`, and rightmost
// hashes `mt.rhs`. Note that this operation copies "pointers" into the Merkle tree
// to the output path.
#push-options "--z3rlimit 60"
val mt_get_path:
#hsz:Ghost.erased hash_size_t ->
mt:const_mt_p ->
idx:offset_t ->
p:path_p ->
root:hash #hsz ->
HST.ST index_t
(requires (fun h0 ->
let mt = CB.cast mt in
let dmt = B.get h0 mt 0 in
MT?.hash_size dmt = Ghost.reveal hsz /\
Path?.hash_size (B.get h0 p 0) = Ghost.reveal hsz /\
mt_get_path_pre_nst (B.get h0 mt 0) idx (B.get h0 p 0) root /\
mt_safe h0 mt /\
path_safe h0 (B.frameOf mt) p /\
Rgl?.r_inv (hreg hsz) h0 root /\
HH.disjoint (B.frameOf root) (B.frameOf mt) /\
HH.disjoint (B.frameOf root) (B.frameOf p)))
(ensures (fun h0 _ h1 ->
let mt = CB.cast mt in
let mtv0 = B.get h0 mt 0 in
let mtv1 = B.get h1 mt 0 in
let idx = split_offset (MT?.offset mtv0) idx in
MT?.hash_size mtv0 = Ghost.reveal hsz /\
MT?.hash_size mtv1 = Ghost.reveal hsz /\
Path?.hash_size (B.get h0 p 0) = Ghost.reveal hsz /\
Path?.hash_size (B.get h1 p 0) = Ghost.reveal hsz /\
// memory safety
modifies (loc_union
(loc_union
(mt_loc mt)
(B.loc_all_regions_from false (B.frameOf root)))
(path_loc p))
h0 h1 /\
mt_safe h1 mt /\
path_safe h1 (B.frameOf mt) p /\
Rgl?.r_inv (hreg hsz) h1 root /\
V.size_of (phashes h1 p) ==
1ul + mt_path_length 0ul idx (MT?.j mtv0) false /\
// correctness
(let sj, sp, srt =
MTH.mt_get_path
(mt_lift h0 mt) (U32.v idx) (Rgl?.r_repr (hreg hsz) h0 root) in
sj == U32.v (MT?.j mtv1) /\
S.equal sp (lift_path #hsz h1 (B.frameOf mt) p) /\
srt == Rgl?.r_repr (hreg hsz) h1 root)))
#pop-options
#push-options "--z3rlimit 300 --initial_fuel 1 --max_fuel 1"
let mt_get_path #hsz mt idx p root =
let ncmt = CB.cast mt in
let mtframe = B.frameOf ncmt in
let hh0 = HST.get () in
mt_get_root mt root;
let mtv = !*ncmt in
let hsz = MT?.hash_size mtv in
let hh1 = HST.get () in
path_safe_init_preserved mtframe p
(B.loc_union (mt_loc ncmt)
(B.loc_all_regions_from false (B.frameOf root)))
hh0 hh1;
assert (MTH.mt_get_root (mt_lift hh0 ncmt) (Rgl?.r_repr (hreg hsz) hh0 root) ==
(mt_lift hh1 ncmt, Rgl?.r_repr (hreg hsz) hh1 root));
assert (S.equal (lift_path #hsz hh1 mtframe p) S.empty);
let idx = split_offset (MT?.offset mtv) idx in
let i = MT?.i mtv in
let ofs = offset_of (MT?.i mtv) in
let j = MT?.j mtv in
let hs = MT?.hs mtv in
let rhs = MT?.rhs mtv in
assert (mt_safe_elts hh1 0ul hs i j);
assert (V.size_of (V.get hh1 hs 0ul) == j - ofs);
assert (idx < j);
hash_vv_rv_inv_includes hh1 hs 0ul (idx - ofs);
hash_vv_rv_inv_r_inv hh1 hs 0ul (idx - ofs);
hash_vv_as_seq_get_index hh1 hs 0ul (idx - ofs);
let ih = V.index (V.index hs 0ul) (idx - ofs) in
mt_path_insert #hsz mtframe p ih;
let hh2 = HST.get () in
assert (S.equal (lift_path hh2 mtframe p)
(MTH.path_insert
(lift_path hh1 mtframe p)
(S.index (S.index (RV.as_seq hh1 hs) 0) (U32.v idx - U32.v ofs))));
Rgl?.r_sep (hreg hsz) root (path_loc p) hh1 hh2;
mt_safe_preserved ncmt (path_loc p) hh1 hh2;
mt_preserved ncmt (path_loc p) hh1 hh2;
assert (V.size_of (phashes hh2 p) == 1ul);
mt_get_path_ 0ul mtframe hs rhs i j idx p false;
let hh3 = HST.get () in
// memory safety
mt_get_path_loc_union_helper
(loc_union (mt_loc ncmt)
(B.loc_all_regions_from false (B.frameOf root)))
(path_loc p);
Rgl?.r_sep (hreg hsz) root (path_loc p) hh2 hh3;
mt_safe_preserved ncmt (path_loc p) hh2 hh3;
mt_preserved ncmt (path_loc p) hh2 hh3;
assert (V.size_of (phashes hh3 p) ==
1ul + mt_path_length 0ul idx (MT?.j (B.get hh0 ncmt 0)) false);
assert (S.length (lift_path #hsz hh3 mtframe p) ==
S.length (lift_path #hsz hh2 mtframe p) +
MTH.mt_path_length (U32.v idx) (U32.v (MT?.j (B.get hh0 ncmt 0))) false);
assert (modifies (loc_union
(loc_union
(mt_loc ncmt)
(B.loc_all_regions_from false (B.frameOf root)))
(path_loc p))
hh0 hh3);
assert (mt_safe hh3 ncmt);
assert (path_safe hh3 mtframe p);
assert (Rgl?.r_inv (hreg hsz) hh3 root);
assert (V.size_of (phashes hh3 p) ==
1ul + mt_path_length 0ul idx (MT?.j (B.get hh0 ncmt 0)) false);
// correctness
mt_safe_elts_spec hh2 0ul hs i j;
assert (S.equal (lift_path hh3 mtframe p)
(MTH.mt_get_path_ 0 (RV.as_seq hh2 hs) (RV.as_seq hh2 rhs)
(U32.v i) (U32.v j) (U32.v idx)
(lift_path hh2 mtframe p) false));
assert (MTH.mt_get_path
(mt_lift hh0 ncmt) (U32.v idx) (Rgl?.r_repr (hreg hsz) hh0 root) ==
(U32.v (MT?.j (B.get hh3 ncmt 0)),
lift_path hh3 mtframe p,
Rgl?.r_repr (hreg hsz) hh3 root));
j
#pop-options
/// Flushing
private val
mt_flush_to_modifies_rec_helper:
#hsz:hash_size_t ->
lv:uint32_t{lv < merkle_tree_size_lg} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
h:HS.mem ->
Lemma (loc_union
(loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq h hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul)))
(loc_union
(RV.rv_loc_elems h hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs))) ==
loc_union
(RV.rv_loc_elems h hs lv (V.size_of hs))
(V.loc_vector_within hs lv (V.size_of hs)))
#push-options "--initial_fuel 2 --max_fuel 2"
let mt_flush_to_modifies_rec_helper #hsz lv hs h =
assert (V.loc_vector_within hs lv (V.size_of hs) ==
loc_union (V.loc_vector_within hs lv (lv + 1ul))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs)));
RV.rs_loc_elems_rec_inverse (hvreg hsz) (V.as_seq h hs) (U32.v lv) (U32.v (V.size_of hs));
assert (RV.rv_loc_elems h hs lv (V.size_of hs) ==
loc_union (RV.rs_loc_elem (hvreg hsz) (V.as_seq h hs) (U32.v lv))
(RV.rv_loc_elems h hs (lv + 1ul) (V.size_of hs)));
loc_union_assoc_4
(RV.rs_loc_elem (hvreg hsz) (V.as_seq h hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul))
(RV.rv_loc_elems h hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs))
#pop-options
private
val mt_flush_to_:
hsz:hash_size_t ->
lv:uint32_t{lv < merkle_tree_size_lg} ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
pi:index_t ->
i:index_t{i >= pi} ->
j:Ghost.erased index_t{
Ghost.reveal j >= i &&
U32.v (Ghost.reveal j) < pow2 (32 - U32.v lv)} ->
HST.ST unit
(requires (fun h0 ->
RV.rv_inv h0 hs /\
mt_safe_elts h0 lv hs pi (Ghost.reveal j)))
(ensures (fun h0 _ h1 ->
// memory safety
modifies (loc_union
(RV.rv_loc_elems h0 hs lv (V.size_of hs))
(V.loc_vector_within hs lv (V.size_of hs)))
h0 h1 /\
RV.rv_inv h1 hs /\
mt_safe_elts h1 lv hs i (Ghost.reveal j) /\
// correctness
(mt_safe_elts_spec h0 lv hs pi (Ghost.reveal j);
S.equal (RV.as_seq h1 hs)
(MTH.mt_flush_to_
(U32.v lv) (RV.as_seq h0 hs) (U32.v pi)
(U32.v i) (U32.v (Ghost.reveal j))))))
(decreases (U32.v i))
#restart-solver
#push-options "--z3rlimit 1500 --fuel 1 --ifuel 0"
let rec mt_flush_to_ hsz lv hs pi i j =
let hh0 = HST.get () in
// Base conditions
mt_safe_elts_rec hh0 lv hs pi (Ghost.reveal j);
V.loc_vector_within_included hs 0ul lv;
V.loc_vector_within_included hs lv (lv + 1ul);
V.loc_vector_within_included hs (lv + 1ul) (V.size_of hs);
V.loc_vector_within_disjoint hs lv (lv + 1ul) (lv + 1ul) (V.size_of hs);
let oi = offset_of i in
let opi = offset_of pi in
if oi = opi then mt_safe_elts_spec hh0 lv hs pi (Ghost.reveal j)
else begin
/// 1) Flush hashes at the level `lv`, where the new vector is
/// not yet connected to `hs`.
let ofs = oi - opi in
let hvec = V.index hs lv in
let flushed:(rvector (hreg hsz)) = rv_flush_inplace hvec ofs in
let hh1 = HST.get () in
// 1-0) Basic disjointness conditions for `RV.assign`
V.forall2_forall_left hh0 hs 0ul (V.size_of hs) lv
(fun b1 b2 -> HH.disjoint (Rgl?.region_of (hvreg hsz) b1)
(Rgl?.region_of (hvreg hsz) b2));
V.forall2_forall_right hh0 hs 0ul (V.size_of hs) lv
(fun b1 b2 -> HH.disjoint (Rgl?.region_of (hvreg hsz) b1)
(Rgl?.region_of (hvreg hsz) b2));
V.forall_preserved
hs 0ul lv
(fun b -> HH.disjoint (Rgl?.region_of (hvreg hsz) hvec)
(Rgl?.region_of (hvreg hsz) b))
(RV.loc_rvector hvec)
hh0 hh1;
V.forall_preserved
hs (lv + 1ul) (V.size_of hs)
(fun b -> HH.disjoint (Rgl?.region_of (hvreg hsz) hvec)
(Rgl?.region_of (hvreg hsz) b))
(RV.loc_rvector hvec)
hh0 hh1;
assert (Rgl?.region_of (hvreg hsz) hvec == Rgl?.region_of (hvreg hsz) flushed);
// 1-1) For the `modifies` postcondition.
assert (modifies (RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv)) hh0 hh1);
// 1-2) Preservation
RV.rv_loc_elems_preserved
hs (lv + 1ul) (V.size_of hs)
(RV.loc_rvector (V.get hh0 hs lv)) hh0 hh1;
// 1-3) For `mt_safe_elts`
assert (V.size_of flushed == Ghost.reveal j - offset_of i); // head updated
mt_safe_elts_preserved
(lv + 1ul) hs (pi / 2ul) (Ghost.reveal j / 2ul)
(RV.loc_rvector (V.get hh0 hs lv)) hh0 hh1; // tail not yet
// 1-4) For the `rv_inv` postcondition
RV.rs_loc_elems_elem_disj
(hvreg hsz) (V.as_seq hh0 hs) (V.frameOf hs)
0 (U32.v (V.size_of hs)) 0 (U32.v lv) (U32.v lv);
RV.rs_loc_elems_parent_disj
(hvreg hsz) (V.as_seq hh0 hs) (V.frameOf hs)
0 (U32.v lv);
RV.rv_elems_inv_preserved
hs 0ul lv (RV.loc_rvector (V.get hh0 hs lv))
hh0 hh1;
assert (RV.rv_elems_inv hh1 hs 0ul lv);
RV.rs_loc_elems_elem_disj
(hvreg hsz) (V.as_seq hh0 hs) (V.frameOf hs)
0 (U32.v (V.size_of hs))
(U32.v lv + 1) (U32.v (V.size_of hs))
(U32.v lv);
RV.rs_loc_elems_parent_disj
(hvreg hsz) (V.as_seq hh0 hs) (V.frameOf hs)
(U32.v lv + 1) (U32.v (V.size_of hs));
RV.rv_elems_inv_preserved
hs (lv + 1ul) (V.size_of hs) (RV.loc_rvector (V.get hh0 hs lv))
hh0 hh1;
assert (RV.rv_elems_inv hh1 hs (lv + 1ul) (V.size_of hs));
assert (rv_itself_inv hh1 hs);
assert (elems_reg hh1 hs);
// 1-5) Correctness
assert (S.equal (RV.as_seq hh1 flushed)
(S.slice (RV.as_seq hh0 (V.get hh0 hs lv)) (U32.v ofs)
(S.length (RV.as_seq hh0 (V.get hh0 hs lv)))));
/// 2) Assign the flushed vector to `hs` at the level `lv`.
RV.assign hs lv flushed;
let hh2 = HST.get () in
// 2-1) For the `modifies` postcondition.
assert (modifies (V.loc_vector_within hs lv (lv + 1ul)) hh1 hh2);
assert (modifies (loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul))) hh0 hh2);
// 2-2) Preservation
V.loc_vector_within_disjoint hs lv (lv + 1ul) (lv + 1ul) (V.size_of hs);
RV.rv_loc_elems_preserved
hs (lv + 1ul) (V.size_of hs)
(V.loc_vector_within hs lv (lv + 1ul)) hh1 hh2;
// 2-3) For `mt_safe_elts`
assert (V.size_of (V.get hh2 hs lv) ==
Ghost.reveal j - offset_of i);
mt_safe_elts_preserved
(lv + 1ul) hs (pi / 2ul) (Ghost.reveal j / 2ul)
(V.loc_vector_within hs lv (lv + 1ul)) hh1 hh2;
// 2-4) Correctness
RV.as_seq_sub_preserved hs 0ul lv (loc_rvector flushed) hh0 hh1;
RV.as_seq_sub_preserved hs (lv + 1ul) merkle_tree_size_lg (loc_rvector flushed) hh0 hh1;
assert (S.equal (RV.as_seq hh2 hs)
(S.append
(RV.as_seq_sub hh0 hs 0ul lv)
(S.cons (RV.as_seq hh1 flushed)
(RV.as_seq_sub hh0 hs (lv + 1ul) merkle_tree_size_lg))));
as_seq_sub_upd hh0 hs lv (RV.as_seq hh1 flushed);
// if `lv = 31` then `pi <= i <= j < 2` thus `oi = opi`,
// contradicting the branch.
assert (lv + 1ul < merkle_tree_size_lg);
assert (U32.v (Ghost.reveal j / 2ul) < pow2 (32 - U32.v (lv + 1ul)));
assert (RV.rv_inv hh2 hs);
assert (mt_safe_elts hh2 (lv + 1ul) hs (pi / 2ul) (Ghost.reveal j / 2ul));
/// 3) Recursion
mt_flush_to_ hsz (lv + 1ul) hs (pi / 2ul) (i / 2ul)
(Ghost.hide (Ghost.reveal j / 2ul));
let hh3 = HST.get () in
// 3-0) Memory safety brought from the postcondition of the recursion
assert (modifies
(loc_union
(loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul)))
(loc_union
(RV.rv_loc_elems hh0 hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs))))
hh0 hh3);
mt_flush_to_modifies_rec_helper lv hs hh0;
V.loc_vector_within_disjoint hs lv (lv + 1ul) (lv + 1ul) (V.size_of hs);
V.loc_vector_within_included hs lv (lv + 1ul);
RV.rv_loc_elems_included hh2 hs (lv + 1ul) (V.size_of hs);
assert (loc_disjoint
(V.loc_vector_within hs lv (lv + 1ul))
(RV.rv_loc_elems hh2 hs (lv + 1ul) (V.size_of hs)));
V.get_preserved hs lv
(loc_union
(RV.rv_loc_elems hh2 hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs)))
hh2 hh3;
assert (V.size_of (V.get hh3 hs lv) ==
Ghost.reveal j - offset_of i);
assert (RV.rv_inv hh3 hs);
mt_safe_elts_constr hh3 lv hs i (Ghost.reveal j);
assert (mt_safe_elts hh3 lv hs i (Ghost.reveal j));
// 3-1) Correctness
mt_safe_elts_spec hh2 (lv + 1ul) hs (pi / 2ul) (Ghost.reveal j / 2ul);
assert (S.equal (RV.as_seq hh3 hs)
(MTH.mt_flush_to_ (U32.v lv + 1) (RV.as_seq hh2 hs)
(U32.v pi / 2) (U32.v i / 2) (U32.v (Ghost.reveal j) / 2)));
mt_safe_elts_spec hh0 lv hs pi (Ghost.reveal j);
MTH.mt_flush_to_rec
(U32.v lv) (RV.as_seq hh0 hs)
(U32.v pi) (U32.v i) (U32.v (Ghost.reveal j));
assert (S.equal (RV.as_seq hh3 hs)
(MTH.mt_flush_to_ (U32.v lv) (RV.as_seq hh0 hs)
(U32.v pi) (U32.v i) (U32.v (Ghost.reveal j))))
end
#pop-options
// `mt_flush_to` flushes old hashes in the Merkle tree. It removes hash elements
// from `MT?.i` to **`offset_of (idx - 1)`**, but maintains the tree structure,
// i.e., the tree still holds some old internal hashes (compressed from old
// hashes) which are required to generate Merkle paths for remaining hashes.
//
// Note that `mt_flush_to` (and `mt_flush`) always remain at least one base hash
// elements. If there are `MT?.j` number of elements in the tree, because of the
// precondition `MT?.i <= idx < MT?.j` we still have `idx`-th element after
// flushing.
private inline_for_extraction
val mt_flush_to_pre_nst: mtv:merkle_tree -> idx:offset_t -> Tot bool
let mt_flush_to_pre_nst mtv idx =
offsets_connect (MT?.offset mtv) idx &&
([@inline_let] let idx = split_offset (MT?.offset mtv) idx in
idx >= MT?.i mtv &&
idx < MT?.j mtv)
val mt_flush_to_pre: mt:const_mt_p -> idx:offset_t -> HST.ST bool
(requires (fun h0 -> mt_safe h0 (CB.cast mt)))
(ensures (fun _ _ _ -> True))
let mt_flush_to_pre mt idx =
let mt = CB.cast mt in
let h0 = HST.get() in
let mtv = !*mt in
mt_flush_to_pre_nst mtv idx
#push-options "--z3rlimit 100 --initial_fuel 1 --max_fuel 1"
val mt_flush_to:
mt:mt_p ->
idx:offset_t ->
HST.ST unit
(requires (fun h0 -> mt_safe h0 mt /\ mt_flush_to_pre_nst (B.get h0 mt 0) idx))
(ensures (fun h0 _ h1 ->
// memory safety
modifies (mt_loc mt) h0 h1 /\
mt_safe h1 mt /\
// correctness
(let mtv0 = B.get h0 mt 0 in
let mtv1 = B.get h1 mt 0 in
let off = MT?.offset mtv0 in
let idx = split_offset off idx in
MT?.hash_size mtv0 = MT?.hash_size mtv1 /\
MTH.mt_flush_to (mt_lift h0 mt) (U32.v idx) == mt_lift h1 mt)))
let mt_flush_to mt idx =
let hh0 = HST.get () in
let mtv = !*mt in
let offset = MT?.offset mtv in
let j = MT?.j mtv in
let hsz = MT?.hash_size mtv in
let idx = split_offset offset idx in
let hs = MT?.hs mtv in
mt_flush_to_ hsz 0ul hs (MT?.i mtv) idx (Ghost.hide (MT?.j mtv));
let hh1 = HST.get () in
RV.rv_loc_elems_included hh0 hs 0ul (V.size_of hs);
V.loc_vector_within_included hs 0ul (V.size_of hs);
RV.rv_inv_preserved
(MT?.rhs mtv)
(loc_union
(RV.rv_loc_elems hh0 hs 0ul (V.size_of hs))
(V.loc_vector_within hs 0ul (V.size_of hs)))
hh0 hh1;
RV.as_seq_preserved
(MT?.rhs mtv)
(loc_union
(RV.rv_loc_elems hh0 hs 0ul (V.size_of hs))
(V.loc_vector_within hs 0ul (V.size_of hs)))
hh0 hh1;
Rgl?.r_sep (hreg (MT?.hash_size mtv)) (MT?.mroot mtv)
(loc_union
(RV.rv_loc_elems hh0 hs 0ul (V.size_of hs))
(V.loc_vector_within hs 0ul (V.size_of hs)))
hh0 hh1;
mt *= MT (MT?.hash_size mtv)
(MT?.offset mtv) idx (MT?.j mtv)
hs
(MT?.rhs_ok mtv) (MT?.rhs mtv)
(MT?.mroot mtv)
(MT?.hash_spec mtv) (MT?.hash_fun mtv);
let hh2 = HST.get () in
RV.rv_inv_preserved (MT?.hs mtv) (B.loc_buffer mt) hh1 hh2;
RV.rv_inv_preserved (MT?.rhs mtv) (B.loc_buffer mt) hh1 hh2;
RV.as_seq_preserved (MT?.hs mtv) (B.loc_buffer mt) hh1 hh2;
RV.as_seq_preserved (MT?.rhs mtv) (B.loc_buffer mt) hh1 hh2;
Rgl?.r_sep (hreg (MT?.hash_size mtv)) (MT?.mroot mtv) (B.loc_buffer mt) hh1 hh2;
mt_safe_elts_preserved 0ul hs idx (MT?.j mtv) (B.loc_buffer mt) hh1 hh2
#pop-options
private inline_for_extraction
val mt_flush_pre_nst: mt:merkle_tree -> Tot bool
let mt_flush_pre_nst mt = MT?.j mt > MT?.i mt
val mt_flush_pre: mt:const_mt_p -> HST.ST bool (requires (fun h0 -> mt_safe h0 (CB.cast mt))) (ensures (fun _ _ _ -> True))
let mt_flush_pre mt = mt_flush_pre_nst !*(CB.cast mt)
val mt_flush:
mt:mt_p ->
HST.ST unit
(requires (fun h0 -> mt_safe h0 mt /\ mt_flush_pre_nst (B.get h0 mt 0)))
(ensures (fun h0 _ h1 ->
let mtv0 = B.get h0 mt 0 in
let mtv1 = B.get h1 mt 0 in
// memory safety
modifies (mt_loc mt) h0 h1 /\
mt_safe h1 mt /\
// correctness
MT?.hash_size mtv0 = MT?.hash_size mtv1 /\
MTH.mt_flush (mt_lift h0 mt) == mt_lift h1 mt))
#push-options "--z3rlimit 200 --initial_fuel 1 --max_fuel 1"
let mt_flush mt =
let mtv = !*mt in
let off = MT?.offset mtv in
let j = MT?.j mtv in
let j1 = j - 1ul in
assert (j1 < uint32_32_max);
assert (off < uint64_max);
assert (UInt.fits (U64.v off + U32.v j1) 64);
let jo = join_offset off j1 in
mt_flush_to mt jo
#pop-options
/// Retraction
private
val mt_retract_to_:
#hsz:hash_size_t ->
hs:hash_vv hsz {V.size_of hs = merkle_tree_size_lg} ->
lv:uint32_t{lv < V.size_of hs} ->
i:index_t ->
s:index_t ->
j:index_t{i <= s && s <= j && v j < pow2 (U32.v (V.size_of hs) - v lv)}
-> HST.ST unit
(requires (fun h0 ->
RV.rv_inv h0 hs /\
mt_safe_elts h0 lv hs i j))
(ensures (fun h0 _ h1 ->
// memory safety
(modifies (loc_union
(RV.rv_loc_elems h0 hs lv (V.size_of hs))
(V.loc_vector_within hs lv (V.size_of hs)))
h0 h1) /\
RV.rv_inv h1 hs /\
mt_safe_elts h1 lv hs i s /\
// correctness
(mt_safe_elts_spec h0 lv hs i j;
S.equal (RV.as_seq h1 hs)
(MTH.mt_retract_to_
(RV.as_seq h0 hs) (U32.v lv)
(U32.v i) (U32.v s) (U32.v j)))
))
(decreases (U32.v merkle_tree_size_lg - U32.v lv))
#push-options "--z3rlimit 300 --initial_fuel 1 --max_fuel 1"
private
let rec mt_retract_to_ #hsz hs lv i s j =
let hh0 = HST.get () in
// Base conditions
mt_safe_elts_rec hh0 lv hs i j;
V.loc_vector_within_included hs 0ul lv;
V.loc_vector_within_included hs lv (lv + 1ul);
V.loc_vector_within_included hs (lv + 1ul) (V.size_of hs);
V.loc_vector_within_disjoint hs lv (lv + 1ul) (lv + 1ul) (V.size_of hs);
if lv >= V.size_of hs then ()
else begin
// 1) Retract hashes at level `lv`.
let hvec = V.index hs lv in
let old_len = j - offset_of i in
let new_len = s - offset_of i in
let retracted = RV.shrink hvec new_len in
let hh1 = HST.get () in
// 1-0) Basic disjointness conditions for `RV.assign`
V.forall2_forall_left hh0 hs 0ul (V.size_of hs) lv
(fun b1 b2 -> HH.disjoint (Rgl?.region_of (hvreg hsz) b1)
(Rgl?.region_of (hvreg hsz) b2));
V.forall2_forall_right hh0 hs 0ul (V.size_of hs) lv
(fun b1 b2 -> HH.disjoint (Rgl?.region_of (hvreg hsz) b1)
(Rgl?.region_of (hvreg hsz) b2));
V.forall_preserved
hs 0ul lv
(fun b -> HH.disjoint (Rgl?.region_of (hvreg hsz) hvec)
(Rgl?.region_of (hvreg hsz) b))
(RV.loc_rvector hvec)
hh0 hh1;
V.forall_preserved
hs (lv + 1ul) (V.size_of hs)
(fun b -> HH.disjoint (Rgl?.region_of (hvreg hsz) hvec)
(Rgl?.region_of (hvreg hsz) b))
(RV.loc_rvector hvec)
hh0 hh1;
assert (Rgl?.region_of (hvreg hsz) hvec == Rgl?.region_of (hvreg hsz) retracted);
// 1-1) For the `modifies` postcondition.
assert (modifies (RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv)) hh0 hh1);
// 1-2) Preservation
RV.rv_loc_elems_preserved
hs (lv + 1ul) (V.size_of hs)
(RV.loc_rvector (V.get hh0 hs lv)) hh0 hh1;
// 1-3) For `mt_safe_elts`
assert (V.size_of retracted == new_len);
mt_safe_elts_preserved
(lv + 1ul) hs (i / 2ul) (j / 2ul)
(RV.loc_rvector (V.get hh0 hs lv)) hh0 hh1;
// 1-4) For the `rv_inv` postcondition
RV.rs_loc_elems_elem_disj
(hvreg hsz) (V.as_seq hh0 hs) (V.frameOf hs)
0 (U32.v (V.size_of hs)) 0 (U32.v lv) (U32.v lv);
RV.rs_loc_elems_parent_disj
(hvreg hsz) (V.as_seq hh0 hs) (V.frameOf hs)
0 (U32.v lv);
RV.rv_elems_inv_preserved
hs 0ul lv (RV.loc_rvector (V.get hh0 hs lv))
hh0 hh1;
assert (RV.rv_elems_inv hh1 hs 0ul lv);
RV.rs_loc_elems_elem_disj
(hvreg hsz) (V.as_seq hh0 hs) (V.frameOf hs)
0 (U32.v (V.size_of hs))
(U32.v lv + 1) (U32.v (V.size_of hs))
(U32.v lv);
RV.rs_loc_elems_parent_disj
(hvreg hsz) (V.as_seq hh0 hs) (V.frameOf hs)
(U32.v lv + 1) (U32.v (V.size_of hs));
RV.rv_elems_inv_preserved
hs (lv + 1ul) (V.size_of hs) (RV.loc_rvector (V.get hh0 hs lv))
hh0 hh1;
assert (RV.rv_elems_inv hh1 hs (lv + 1ul) (V.size_of hs));
assert (rv_itself_inv hh1 hs);
assert (elems_reg hh1 hs);
// 1-5) Correctness
assert (S.equal (RV.as_seq hh1 retracted)
(S.slice (RV.as_seq hh0 (V.get hh0 hs lv)) 0 (U32.v new_len)));
RV.assign hs lv retracted;
let hh2 = HST.get() in
// 2-1) For the `modifies` postcondition.
assert (modifies (V.loc_vector_within hs lv (lv + 1ul)) hh1 hh2);
assert (modifies (loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul))) hh0 hh2);
// 2-2) Preservation
V.loc_vector_within_disjoint hs lv (lv + 1ul) (lv + 1ul) (V.size_of hs);
RV.rv_loc_elems_preserved
hs (lv + 1ul) (V.size_of hs)
(V.loc_vector_within hs lv (lv + 1ul)) hh1 hh2;
// 2-3) For `mt_safe_elts`
assert (V.size_of (V.get hh2 hs lv) == s - offset_of i);
mt_safe_elts_preserved
(lv + 1ul) hs (i / 2ul) (j / 2ul)
(V.loc_vector_within hs lv (lv + 1ul)) hh1 hh2;
// 2-4) Correctness
RV.as_seq_sub_preserved hs 0ul lv (loc_rvector retracted) hh0 hh1;
RV.as_seq_sub_preserved hs (lv + 1ul) merkle_tree_size_lg (loc_rvector retracted) hh0 hh1;
assert (S.equal (RV.as_seq hh2 hs)
(S.append
(RV.as_seq_sub hh0 hs 0ul lv)
(S.cons (RV.as_seq hh1 retracted)
(RV.as_seq_sub hh0 hs (lv + 1ul) merkle_tree_size_lg))));
as_seq_sub_upd hh0 hs lv (RV.as_seq hh1 retracted);
if lv + 1ul < V.size_of hs then
begin
assert (mt_safe_elts hh2 (lv + 1ul) hs (i / 2ul) (j / 2ul));
mt_safe_elts_spec hh2 (lv + 1ul) hs (i / 2ul) (j / 2ul);
mt_retract_to_ hs (lv + 1ul) (i / 2ul) (s / 2ul) (j / 2ul);
// 3-0) Memory safety brought from the postcondition of the recursion
let hh3 = HST.get () in
assert (modifies
(loc_union
(loc_union
(RV.rs_loc_elem (hvreg hsz) (V.as_seq hh0 hs) (U32.v lv))
(V.loc_vector_within hs lv (lv + 1ul)))
(loc_union
(RV.rv_loc_elems hh0 hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs))))
hh0 hh3);
mt_flush_to_modifies_rec_helper lv hs hh0;
V.loc_vector_within_disjoint hs lv (lv + 1ul) (lv + 1ul) (V.size_of hs);
V.loc_vector_within_included hs lv (lv + 1ul);
RV.rv_loc_elems_included hh2 hs (lv + 1ul) (V.size_of hs);
assert (loc_disjoint
(V.loc_vector_within hs lv (lv + 1ul))
(RV.rv_loc_elems hh2 hs (lv + 1ul) (V.size_of hs)));
V.get_preserved hs lv
(loc_union
(RV.rv_loc_elems hh2 hs (lv + 1ul) (V.size_of hs))
(V.loc_vector_within hs (lv + 1ul) (V.size_of hs)))
hh2 hh3;
assert (V.size_of (V.get hh3 hs lv) == s - offset_of i);
assert (RV.rv_inv hh3 hs);
mt_safe_elts_constr hh3 lv hs i s;
assert (mt_safe_elts hh3 lv hs i s);
// 3-1) Correctness
mt_safe_elts_spec hh2 (lv + 1ul) hs (i / 2ul) (j / 2ul);
assert (U32.v lv + 1 < S.length (RV.as_seq hh3 hs) ==>
S.equal (RV.as_seq hh3 hs)
(MTH.mt_retract_to_ (RV.as_seq hh2 hs) (U32.v lv + 1)
(U32.v i / 2) (U32.v s / 2) (U32.v j / 2)));
assert (RV.rv_inv hh0 hs);
assert (mt_safe_elts hh0 lv hs i j);
mt_safe_elts_spec hh0 lv hs i j;
assert (S.equal (RV.as_seq hh3 hs)
(MTH.mt_retract_to_ (RV.as_seq hh0 hs) (U32.v lv)
(U32.v i) (U32.v s) (U32.v j)))
end
else begin
let hh3 = HST.get() in
assert ((modifies (loc_union
(RV.rv_loc_elems hh0 hs lv (V.size_of hs))
(V.loc_vector_within hs lv (V.size_of hs)))
hh0 hh3));
assert (RV.rv_inv hh3 hs /\ mt_safe_elts hh3 lv hs i s);
mt_safe_elts_spec hh0 lv hs i j;
assert (S.equal (RV.as_seq hh3 hs)
(MTH.mt_retract_to_
(RV.as_seq hh0 hs) (U32.v lv)
(U32.v i) (U32.v s) (U32.v j)))
end
end
#pop-options
private inline_for_extraction
val mt_retract_to_pre_nst: mtv:merkle_tree -> r:offset_t -> Tot bool
let mt_retract_to_pre_nst mtv r =
offsets_connect (MT?.offset mtv) r &&
([@inline_let] let r = split_offset (MT?.offset mtv) r in
MT?.i mtv <= r && r < MT?.j mtv)
val mt_retract_to_pre: mt:const_mt_p -> r:offset_t -> HST.ST bool
(requires (fun h0 -> mt_safe h0 (CB.cast mt)))
(ensures (fun _ _ _ -> True))
let mt_retract_to_pre mt r =
let mt = CB.cast mt in
let h0 = HST.get() in
let mtv = !*mt in
mt_retract_to_pre_nst mtv r
#push-options "--z3rlimit 100"
val mt_retract_to:
mt:mt_p ->
r:offset_t ->
HST.ST unit
(requires (fun h0 -> mt_safe h0 mt /\ mt_retract_to_pre_nst (B.get h0 mt 0) r))
(ensures (fun h0 _ h1 ->
// memory safety
modifies (mt_loc mt) h0 h1 /\
mt_safe h1 mt /\
// correctness
(let mtv0 = B.get h0 mt 0 in
let mtv1 = B.get h1 mt 0 in
let off = MT?.offset mtv0 in
let r = split_offset off r in
MT?.hash_size mtv0 = MT?.hash_size mtv1 /\ | {
"checked_file": "/",
"dependencies": [
"prims.fst.checked",
"MerkleTree.Spec.fst.checked",
"MerkleTree.New.High.fst.checked",
"MerkleTree.Low.VectorExtras.fst.checked",
"MerkleTree.Low.Hashfunctions.fst.checked",
"MerkleTree.Low.Datastructures.fst.checked",
"LowStar.Vector.fst.checked",
"LowStar.RVector.fst.checked",
"LowStar.Regional.Instances.fst.checked",
"LowStar.Regional.fst.checked",
"LowStar.ConstBuffer.fsti.checked",
"LowStar.BufferOps.fst.checked",
"LowStar.Buffer.fst.checked",
"Lib.IntTypes.fsti.checked",
"Lib.ByteBuffer.fsti.checked",
"FStar.UInt64.fsti.checked",
"FStar.UInt32.fsti.checked",
"FStar.UInt.fsti.checked",
"FStar.Seq.Properties.fsti.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Monotonic.HyperStack.fsti.checked",
"FStar.Monotonic.HyperHeap.fsti.checked",
"FStar.Math.Lemmas.fst.checked",
"FStar.Integers.fst.checked",
"FStar.Int.Cast.fst.checked",
"FStar.HyperStack.ST.fsti.checked",
"FStar.HyperStack.fst.checked",
"FStar.Ghost.fsti.checked",
"FStar.All.fst.checked",
"EverCrypt.Helpers.fsti.checked"
],
"interface_file": false,
"source_file": "MerkleTree.Low.fst"
} | [
{
"abbrev": false,
"full_module": "MerkleTree.Low.VectorExtras",
"short_module": null
},
{
"abbrev": false,
"full_module": "MerkleTree.Low.Hashfunctions",
"short_module": null
},
{
"abbrev": false,
"full_module": "MerkleTree.Low.Datastructures",
"short_module": null
},
{
"abbrev": false,
"full_module": "Lib.IntTypes",
"short_module": null
},
{
"abbrev": true,
"full_module": "MerkleTree.Spec",
"short_module": "MTS"
},
{
"abbrev": true,
"full_module": "MerkleTree.New.High",
"short_module": "MTH"
},
{
"abbrev": true,
"full_module": "FStar.UInt64",
"short_module": "U64"
},
{
"abbrev": true,
"full_module": "FStar.UInt32",
"short_module": "U32"
},
{
"abbrev": true,
"full_module": "FStar.Seq",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "LowStar.Regional.Instances",
"short_module": "RVI"
},
{
"abbrev": true,
"full_module": "LowStar.RVector",
"short_module": "RV"
},
{
"abbrev": true,
"full_module": "LowStar.Vector",
"short_module": "V"
},
{
"abbrev": true,
"full_module": "LowStar.ConstBuffer",
"short_module": "CB"
},
{
"abbrev": true,
"full_module": "LowStar.Buffer",
"short_module": "B"
},
{
"abbrev": true,
"full_module": "FStar.Monotonic.HyperHeap",
"short_module": "HH"
},
{
"abbrev": true,
"full_module": "FStar.Monotonic.HyperStack",
"short_module": "MHS"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": false,
"full_module": "LowStar.Regional.Instances",
"short_module": null
},
{
"abbrev": false,
"full_module": "LowStar.RVector",
"short_module": null
},
{
"abbrev": false,
"full_module": "LowStar.Regional",
"short_module": null
},
{
"abbrev": false,
"full_module": "LowStar.Vector",
"short_module": null
},
{
"abbrev": false,
"full_module": "LowStar.BufferOps",
"short_module": null
},
{
"abbrev": false,
"full_module": "LowStar.Buffer",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Integers",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.All",
"short_module": null
},
{
"abbrev": false,
"full_module": "EverCrypt.Helpers",
"short_module": null
},
{
"abbrev": false,
"full_module": "MerkleTree",
"short_module": null
},
{
"abbrev": false,
"full_module": "MerkleTree",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 0,
"initial_ifuel": 0,
"max_fuel": 0,
"max_ifuel": 0,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 100,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | mt: MerkleTree.Low.mt_p -> r: MerkleTree.Low.offset_t -> FStar.HyperStack.ST.ST Prims.unit | FStar.HyperStack.ST.ST | [] | [] | [
"MerkleTree.Low.mt_p",
"MerkleTree.Low.offset_t",
"MerkleTree.Low.mt_safe_elts_preserved",
"MerkleTree.Low.__proj__MT__item__hash_size",
"FStar.UInt32.__uint_to_t",
"MerkleTree.Low.__proj__MT__item__i",
"FStar.Integers.op_Plus",
"FStar.Integers.Unsigned",
"FStar.Integers.W32",
"LowStar.Monotonic.Buffer.loc_buffer",
"MerkleTree.Low.merkle_tree",
"LowStar.Buffer.trivial_preorder",
"Prims.unit",
"LowStar.Regional.__proj__Rgl__item__r_sep",
"MerkleTree.Low.Datastructures.hash_size_t",
"MerkleTree.Low.Datastructures.hash",
"MerkleTree.Low.Datastructures.hreg",
"MerkleTree.Low.__proj__MT__item__mroot",
"LowStar.RVector.as_seq_preserved",
"MerkleTree.Low.__proj__MT__item__rhs",
"MerkleTree.Low.Datastructures.hash_vec",
"MerkleTree.Low.Datastructures.hvreg",
"MerkleTree.Low.__proj__MT__item__hs",
"LowStar.RVector.rv_inv_preserved",
"FStar.Monotonic.HyperStack.mem",
"FStar.HyperStack.ST.get",
"LowStar.BufferOps.op_Star_Equals",
"MerkleTree.Low.MT",
"MerkleTree.Low.__proj__MT__item__offset",
"MerkleTree.Low.__proj__MT__item__hash_spec",
"MerkleTree.Low.__proj__MT__item__hash_fun",
"LowStar.Monotonic.Buffer.loc_union",
"LowStar.RVector.rv_loc_elems",
"LowStar.Vector.size_of",
"LowStar.Vector.loc_vector_within",
"LowStar.Vector.loc_vector_within_included",
"LowStar.RVector.rv_loc_elems_included",
"MerkleTree.Low.mt_retract_to_",
"MerkleTree.Low.__proj__MT__item__j",
"MerkleTree.Low.Datastructures.hash_vv",
"Prims.b2t",
"Prims.op_Equality",
"LowStar.Vector.uint32_t",
"MerkleTree.Low.merkle_tree_size_lg",
"MerkleTree.Low.index_t",
"MerkleTree.Low.split_offset",
"LowStar.BufferOps.op_Bang_Star"
] | [] | false | true | false | false | false | let mt_retract_to mt r =
| let hh0 = HST.get () in
let mtv = !*mt in
let offset = MT?.offset mtv in
let r = split_offset offset r in
let hs = MT?.hs mtv in
mt_retract_to_ hs 0ul (MT?.i mtv) (r + 1ul) (MT?.j mtv);
let hh1 = HST.get () in
RV.rv_loc_elems_included hh0 hs 0ul (V.size_of hs);
V.loc_vector_within_included hs 0ul (V.size_of hs);
RV.rv_inv_preserved (MT?.rhs mtv)
(loc_union (RV.rv_loc_elems hh0 hs 0ul (V.size_of hs)) (V.loc_vector_within hs 0ul (V.size_of hs))
)
hh0
hh1;
RV.as_seq_preserved (MT?.rhs mtv)
(loc_union (RV.rv_loc_elems hh0 hs 0ul (V.size_of hs)) (V.loc_vector_within hs 0ul (V.size_of hs))
)
hh0
hh1;
Rgl?.r_sep (hreg (MT?.hash_size mtv))
(MT?.mroot mtv)
(loc_union (RV.rv_loc_elems hh0 hs 0ul (V.size_of hs)) (V.loc_vector_within hs 0ul (V.size_of hs))
)
hh0
hh1;
mt *=
MT (MT?.hash_size mtv)
(MT?.offset mtv)
(MT?.i mtv)
(r + 1ul)
hs
false
(MT?.rhs mtv)
(MT?.mroot mtv)
(MT?.hash_spec mtv)
(MT?.hash_fun mtv);
let hh2 = HST.get () in
RV.rv_inv_preserved (MT?.hs mtv) (B.loc_buffer mt) hh1 hh2;
RV.rv_inv_preserved (MT?.rhs mtv) (B.loc_buffer mt) hh1 hh2;
RV.as_seq_preserved (MT?.hs mtv) (B.loc_buffer mt) hh1 hh2;
RV.as_seq_preserved (MT?.rhs mtv) (B.loc_buffer mt) hh1 hh2;
Rgl?.r_sep (hreg (MT?.hash_size mtv)) (MT?.mroot mtv) (B.loc_buffer mt) hh1 hh2;
mt_safe_elts_preserved 0ul hs (MT?.i mtv) (r + 1ul) (B.loc_buffer mt) hh1 hh2 | false |
Hacl.Impl.Load56.fst | Hacl.Impl.Load56.hload56_le | val hload56_le:
b:lbuffer uint8 64ul
-> off:size_t{v off <= 56} ->
Stack uint64
(requires fun h -> live h b)
(ensures fun h0 z h1 -> h0 == h1 /\
v z < 0x100000000000000 /\
v z == nat_from_bytes_le (Seq.slice (as_seq h0 b) (v off) (v off + 7))
) | val hload56_le:
b:lbuffer uint8 64ul
-> off:size_t{v off <= 56} ->
Stack uint64
(requires fun h -> live h b)
(ensures fun h0 z h1 -> h0 == h1 /\
v z < 0x100000000000000 /\
v z == nat_from_bytes_le (Seq.slice (as_seq h0 b) (v off) (v off + 7))
) | let hload56_le b off =
let h0 = ST.get() in
let b8 = sub b off 8ul in
let z = uint_from_bytes_le b8 in
let z' = z &. u64 0xffffffffffffff in
assert_norm (0xffffffffffffff == pow2 56 - 1);
assert_norm (0x100000000000000 == pow2 56 );
calc (==) {
v z' <: nat;
(==) { }
v (z &. u64 0xffffffffffffff);
(==) { logand_spec z (u64 0xffffffffffffff) }
v z `logand_v` 0xffffffffffffff;
(==) { assert_norm(pow2 56 - 1 == 0xffffffffffffff); UInt.logand_mask (UInt.to_uint_t 64 (v z)) 56 }
(v z % pow2 56);
(==) { lemma_reveal_uint_to_bytes_le #U64 #SEC (as_seq h0 b8) }
nat_from_bytes_le (as_seq h0 b8) % pow2 56;
(==) { nat_from_intseq_le_slice_lemma (as_seq h0 b8) 7 }
(nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7) +
pow2 (7 * 8) * nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8)) % pow2 56;
(==) { FStar.Math.Lemmas.lemma_mod_plus_distr_r
(nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7))
(pow2 (7 * 8) * nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8))
(pow2 56);
FStar.Math.Lemmas.swap_mul (pow2 (7 * 8)) (nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8));
FStar.Math.Lemmas.cancel_mul_mod (nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8)) (pow2 56) }
nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7) <: nat;
};
assert (Seq.equal
(Seq.slice (as_seq h0 b) (v off) (v off + 7))
(Seq.slice (as_seq h0 b8) 0 7));
z' | {
"file_name": "code/ed25519/Hacl.Impl.Load56.fst",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 4,
"end_line": 59,
"start_col": 0,
"start_line": 28
} | module Hacl.Impl.Load56
module ST = FStar.HyperStack.ST
open FStar.HyperStack.All
open FStar.Mul
open Lib.IntTypes
open Lib.ByteSequence
open Lib.Buffer
open Lib.ByteBuffer
module F56 = Hacl.Impl.BignumQ.Mul
module S56 = Hacl.Spec.BignumQ.Definitions
#reset-options "--z3rlimit 50 --max_fuel 0 --max_ifuel 0"
inline_for_extraction noextract
val hload56_le:
b:lbuffer uint8 64ul
-> off:size_t{v off <= 56} ->
Stack uint64
(requires fun h -> live h b)
(ensures fun h0 z h1 -> h0 == h1 /\
v z < 0x100000000000000 /\
v z == nat_from_bytes_le (Seq.slice (as_seq h0 b) (v off) (v off + 7))
) | {
"checked_file": "/",
"dependencies": [
"prims.fst.checked",
"Lib.IntTypes.fsti.checked",
"Lib.ByteSequence.fsti.checked",
"Lib.ByteBuffer.fsti.checked",
"Lib.Buffer.fsti.checked",
"Hacl.Spec.BignumQ.Definitions.fst.checked",
"Hacl.Impl.BignumQ.Mul.fsti.checked",
"Hacl.Bignum25519.fsti.checked",
"FStar.UInt32.fsti.checked",
"FStar.UInt.fsti.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Math.Lemmas.fst.checked",
"FStar.HyperStack.ST.fsti.checked",
"FStar.HyperStack.All.fst.checked",
"FStar.Calc.fsti.checked"
],
"interface_file": false,
"source_file": "Hacl.Impl.Load56.fst"
} | [
{
"abbrev": true,
"full_module": "Hacl.Spec.BignumQ.Definitions",
"short_module": "S56"
},
{
"abbrev": true,
"full_module": "Hacl.Impl.BignumQ.Mul",
"short_module": "F56"
},
{
"abbrev": false,
"full_module": "Lib.ByteBuffer",
"short_module": null
},
{
"abbrev": false,
"full_module": "Lib.Buffer",
"short_module": null
},
{
"abbrev": false,
"full_module": "Lib.ByteSequence",
"short_module": null
},
{
"abbrev": false,
"full_module": "Lib.IntTypes",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.HyperStack.All",
"short_module": null
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "ST"
},
{
"abbrev": false,
"full_module": "Hacl.Impl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Hacl.Impl",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 0,
"max_ifuel": 0,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 50,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | b: Lib.Buffer.lbuffer Lib.IntTypes.uint8 64ul -> off: Lib.IntTypes.size_t{Lib.IntTypes.v off <= 56}
-> FStar.HyperStack.ST.Stack Lib.IntTypes.uint64 | FStar.HyperStack.ST.Stack | [] | [] | [
"Lib.Buffer.lbuffer",
"Lib.IntTypes.uint8",
"FStar.UInt32.__uint_to_t",
"Lib.IntTypes.size_t",
"Prims.b2t",
"Prims.op_LessThanOrEqual",
"Lib.IntTypes.v",
"Lib.IntTypes.U32",
"Lib.IntTypes.PUB",
"Prims.unit",
"Prims._assert",
"FStar.Seq.Base.equal",
"FStar.Seq.Base.slice",
"Lib.Buffer.as_seq",
"Lib.Buffer.MUT",
"Prims.op_Addition",
"FStar.Calc.calc_finish",
"Prims.nat",
"Prims.eq2",
"Lib.IntTypes.U64",
"Lib.IntTypes.SEC",
"Lib.ByteSequence.nat_from_bytes_le",
"Prims.Cons",
"FStar.Preorder.relation",
"Prims.Nil",
"FStar.Calc.calc_step",
"Prims.op_Modulus",
"FStar.Mul.op_Star",
"Prims.pow2",
"Lib.IntTypes.logand_v",
"Lib.IntTypes.op_Amp_Dot",
"Lib.IntTypes.u64",
"FStar.Calc.calc_init",
"FStar.Calc.calc_pack",
"Prims.squash",
"Lib.IntTypes.logand_spec",
"FStar.UInt.logand_mask",
"FStar.UInt.to_uint_t",
"FStar.Pervasives.assert_norm",
"Prims.int",
"Prims.op_Subtraction",
"Lib.ByteSequence.lemma_reveal_uint_to_bytes_le",
"Lib.ByteSequence.nat_from_intseq_le_slice_lemma",
"Lib.IntTypes.U8",
"FStar.Math.Lemmas.cancel_mul_mod",
"FStar.Math.Lemmas.swap_mul",
"FStar.Math.Lemmas.lemma_mod_plus_distr_r",
"Lib.IntTypes.int_t",
"Lib.IntTypes.uint64",
"Lib.ByteBuffer.uint_from_bytes_le",
"Lib.IntTypes.uint_t",
"Lib.Buffer.lbuffer_t",
"FStar.UInt32.uint_to_t",
"FStar.UInt32.t",
"Lib.Buffer.sub",
"FStar.Monotonic.HyperStack.mem",
"FStar.HyperStack.ST.get"
] | [] | false | true | false | false | false | let hload56_le b off =
| let h0 = ST.get () in
let b8 = sub b off 8ul in
let z = uint_from_bytes_le b8 in
let z' = z &. u64 0xffffffffffffff in
assert_norm (0xffffffffffffff == pow2 56 - 1);
assert_norm (0x100000000000000 == pow2 56);
calc ( == ) {
v z' <: nat;
( == ) { () }
v (z &. u64 0xffffffffffffff);
( == ) { logand_spec z (u64 0xffffffffffffff) }
(v z) `logand_v` 0xffffffffffffff;
( == ) { (assert_norm (pow2 56 - 1 == 0xffffffffffffff);
UInt.logand_mask (UInt.to_uint_t 64 (v z)) 56) }
(v z % pow2 56);
( == ) { lemma_reveal_uint_to_bytes_le #U64 #SEC (as_seq h0 b8) }
nat_from_bytes_le (as_seq h0 b8) % pow2 56;
( == ) { nat_from_intseq_le_slice_lemma (as_seq h0 b8) 7 }
(nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7) +
pow2 (7 * 8) * nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8)) %
pow2 56;
( == ) { (FStar.Math.Lemmas.lemma_mod_plus_distr_r (nat_from_bytes_le (Seq.slice (as_seq h0 b8)
0
7))
(pow2 (7 * 8) * nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8))
(pow2 56);
FStar.Math.Lemmas.swap_mul (pow2 (7 * 8)) (nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8));
FStar.Math.Lemmas.cancel_mul_mod (nat_from_bytes_le (Seq.slice (as_seq h0 b8) 7 8)) (pow2 56)) }
nat_from_bytes_le (Seq.slice (as_seq h0 b8) 0 7) <: nat;
};
assert (Seq.equal (Seq.slice (as_seq h0 b) (v off) (v off + 7)) (Seq.slice (as_seq h0 b8) 0 7));
z' | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_stt_return_noeq | val mk_stt_return_noeq (u: R.universe) (ty t post: R.term) : R.term | val mk_stt_return_noeq (u: R.universe) (ty t post: R.term) : R.term | let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 45,
"end_line": 342,
"start_col": 0,
"start_line": 336
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u274: FStar.Stubs.Reflection.Types.universe ->
ty: FStar.Stubs.Reflection.Types.term ->
t: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.return_stt_noeq_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_stt_return_noeq (u: R.universe) (ty t post: R.term) : R.term =
| let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_stt_atomic_return | val mk_stt_atomic_return (u: R.universe) (ty t post: R.term) : R.term | val mk_stt_atomic_return (u: R.universe) (ty t post: R.term) : R.term | let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 45,
"end_line": 350,
"start_col": 0,
"start_line": 344
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u282: FStar.Stubs.Reflection.Types.universe ->
ty: FStar.Stubs.Reflection.Types.term ->
t: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.return_stt_atomic_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_stt_atomic_return (u: R.universe) (ty t post: R.term) : R.term =
| let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_stt_atomic_return_noeq | val mk_stt_atomic_return_noeq (u: R.universe) (ty t post: R.term) : R.term | val mk_stt_atomic_return_noeq (u: R.universe) (ty t post: R.term) : R.term | let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 45,
"end_line": 358,
"start_col": 0,
"start_line": 352
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u290: FStar.Stubs.Reflection.Types.universe ->
ty: FStar.Stubs.Reflection.Types.term ->
t: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.return_stt_atomic_noeq_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_stt_atomic_return_noeq (u: R.universe) (ty t post: R.term) : R.term =
| let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_lift_observability | val mk_lift_observability : u354: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
o1: FStar.Stubs.Reflection.Types.term ->
o2: FStar.Stubs.Reflection.Types.term ->
opened: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 38,
"end_line": 416,
"start_col": 0,
"start_line": 406
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u354: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
o1: FStar.Stubs.Reflection.Types.term ->
o2: FStar.Stubs.Reflection.Types.term ->
opened: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_lift_observability (u: R.universe) (a o1 o2 opened pre post e: R.term) =
| let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_stt_ghost_return_noeq | val mk_stt_ghost_return_noeq (u: R.universe) (ty t post: R.term) : R.term | val mk_stt_ghost_return_noeq (u: R.universe) (ty t post: R.term) : R.term | let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 45,
"end_line": 374,
"start_col": 0,
"start_line": 368
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u306: FStar.Stubs.Reflection.Types.universe ->
ty: FStar.Stubs.Reflection.Types.term ->
t: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.return_stt_ghost_noeq_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_stt_ghost_return_noeq (u: R.universe) (ty t post: R.term) : R.term =
| let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_bind_ghost | val mk_bind_ghost : u1: FStar.Stubs.Reflection.Types.universe ->
u2: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
b: FStar.Stubs.Reflection.Types.term ->
pre1: FStar.Stubs.Reflection.Types.term ->
post1: FStar.Stubs.Reflection.Types.term ->
post2: FStar.Stubs.Reflection.Types.term ->
e1: FStar.Stubs.Reflection.Types.term ->
e2: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 39,
"end_line": 455,
"start_col": 0,
"start_line": 443
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u1: FStar.Stubs.Reflection.Types.universe ->
u2: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
b: FStar.Stubs.Reflection.Types.term ->
pre1: FStar.Stubs.Reflection.Types.term ->
post1: FStar.Stubs.Reflection.Types.term ->
post2: FStar.Stubs.Reflection.Types.term ->
e1: FStar.Stubs.Reflection.Types.term ->
e2: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_bind_ghost (u1 u2: R.universe) (a b pre1 post1 post2 e1 e2: R.term) =
| let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1; u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_lift_ghost_neutral | val mk_lift_ghost_neutral : u328: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term ->
reveal_a: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 45,
"end_line": 394,
"start_col": 0,
"start_line": 386
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u328: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term ->
reveal_a: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_lift_ghost_neutral (u: R.universe) (a pre post e reveal_a: R.term) =
| let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_bind_stt | val mk_bind_stt (u1 u2: R.universe) (ty1 ty2 pre1 post1 post2 t1 t2: R.term) : R.term | val mk_bind_stt (u1 u2: R.universe) (ty1 ty2 pre1 post1 post2 t1 t2: R.term) : R.term | let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)] | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 26,
"end_line": 441,
"start_col": 0,
"start_line": 419
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u1: FStar.Stubs.Reflection.Types.universe ->
u2: FStar.Stubs.Reflection.Types.universe ->
ty1: FStar.Stubs.Reflection.Types.term ->
ty2: FStar.Stubs.Reflection.Types.term ->
pre1: FStar.Stubs.Reflection.Types.term ->
post1: FStar.Stubs.Reflection.Types.term ->
post2: FStar.Stubs.Reflection.Types.term ->
t1: FStar.Stubs.Reflection.Types.term ->
t2: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Reflection.V2.Derived.mk_app",
"Prims.Cons",
"FStar.Stubs.Reflection.V2.Data.argv",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"Prims.Nil",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_bind_stt (u1 u2: R.universe) (ty1 ty2 pre1 post1 post2 t1 t2: R.term) : R.term =
| let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1; u2]) in
R.mk_app (R.mk_app (R.mk_app (R.mk_app (R.mk_app (R.mk_app (R.mk_app head [(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)] | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_frame_stt | val mk_frame_stt (u: R.universe) (ty pre post frame t: R.term) : R.term | val mk_frame_stt (u: R.universe) (ty pre post frame t: R.term) : R.term | let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)] | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 25,
"end_line": 495,
"start_col": 0,
"start_line": 475
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u426: FStar.Stubs.Reflection.Types.universe ->
ty: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
frame: FStar.Stubs.Reflection.Types.term ->
t: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Reflection.V2.Derived.mk_app",
"Prims.Cons",
"FStar.Stubs.Reflection.V2.Data.argv",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"Prims.Nil",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"FStar.Stubs.Reflection.Types.fv",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_frame_stt (u: R.universe) (ty pre post frame t: R.term) : R.term =
| let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app (R.mk_app (R.mk_app (R.mk_app (R.mk_app head [(ty, R.Q_Implicit)]) [(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)] | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_frame_stt_atomic | val mk_frame_stt_atomic : u440: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
opened: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
frame: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 38,
"end_line": 507,
"start_col": 0,
"start_line": 498
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u440: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
opened: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
frame: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_frame_stt_atomic (u: R.universe) (a opened pre post frame e: R.term) =
| let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_lift_atomic_stt | val mk_lift_atomic_stt : u316: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 38,
"end_line": 384,
"start_col": 0,
"start_line": 377
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u316: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_lift_atomic_stt (u: R.universe) (a pre post e: R.term) =
| let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_bind_atomic | val mk_bind_atomic : u1: FStar.Stubs.Reflection.Types.universe ->
u2: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
b: FStar.Stubs.Reflection.Types.term ->
obs1: FStar.Stubs.Reflection.Types.term ->
obs2: FStar.Stubs.Reflection.Types.term ->
opens: FStar.Stubs.Reflection.Types.term ->
pre1: FStar.Stubs.Reflection.Types.term ->
post1: FStar.Stubs.Reflection.Types.term ->
post2: FStar.Stubs.Reflection.Types.term ->
e1: FStar.Stubs.Reflection.Types.term ->
e2: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 39,
"end_line": 472,
"start_col": 0,
"start_line": 457
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u1: FStar.Stubs.Reflection.Types.universe ->
u2: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
b: FStar.Stubs.Reflection.Types.term ->
obs1: FStar.Stubs.Reflection.Types.term ->
obs2: FStar.Stubs.Reflection.Types.term ->
opens: FStar.Stubs.Reflection.Types.term ->
pre1: FStar.Stubs.Reflection.Types.term ->
post1: FStar.Stubs.Reflection.Types.term ->
post2: FStar.Stubs.Reflection.Types.term ->
e1: FStar.Stubs.Reflection.Types.term ->
e2: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_bind_atomic (u1 u2: R.universe) (a b obs1 obs2 opens pre1 post1 post2 e1 e2: R.term) =
| let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1; u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_lift_neutral_ghost | val mk_lift_neutral_ghost : u338: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 3,
"end_line": 404,
"start_col": 0,
"start_line": 396
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u338: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_lift_neutral_ghost (u: R.universe) (a pre post e: R.term) =
| let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_sub_stt_atomic | val mk_sub_stt_atomic : u482: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
opened: FStar.Stubs.Reflection.Types.term ->
pre1: FStar.Stubs.Reflection.Types.term ->
pre2: FStar.Stubs.Reflection.Types.term ->
post1: FStar.Stubs.Reflection.Types.term ->
post2: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 38,
"end_line": 561,
"start_col": 0,
"start_line": 549
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u482: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
opened: FStar.Stubs.Reflection.Types.term ->
pre1: FStar.Stubs.Reflection.Types.term ->
pre2: FStar.Stubs.Reflection.Types.term ->
post1: FStar.Stubs.Reflection.Types.term ->
post2: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_sub_stt_atomic (u: R.universe) (a opened pre1 pre2 post1 post2 e: R.term) =
| let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t ((`()), Q_Explicit)) in
let t = pack_ln (R.Tv_App t ((`()), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_stt_ghost_return | val mk_stt_ghost_return (u: R.universe) (ty t post: R.term) : R.term | val mk_stt_ghost_return (u: R.universe) (ty t post: R.term) : R.term | let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 45,
"end_line": 366,
"start_col": 0,
"start_line": 360
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u298: FStar.Stubs.Reflection.Types.universe ->
ty: FStar.Stubs.Reflection.Types.term ->
t: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.return_stt_ghost_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_stt_ghost_return (u: R.universe) (ty t post: R.term) : R.term =
| let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_sub_stt_ghost | val mk_sub_stt_ghost : u510: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
pre1: FStar.Stubs.Reflection.Types.term ->
pre2: FStar.Stubs.Reflection.Types.term ->
post1: FStar.Stubs.Reflection.Types.term ->
post2: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 38,
"end_line": 587,
"start_col": 0,
"start_line": 576
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u510: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
pre1: FStar.Stubs.Reflection.Types.term ->
pre2: FStar.Stubs.Reflection.Types.term ->
post1: FStar.Stubs.Reflection.Types.term ->
post2: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_sub_stt_ghost (u: R.universe) (a pre1 pre2 post1 post2 e: R.term) =
| let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t ((`()), Q_Explicit)) in
let t = pack_ln (R.Tv_App t ((`()), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_withlocal | val mk_withlocal : ret_u: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
init: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
ret_t: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
body: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 39,
"end_line": 618,
"start_col": 0,
"start_line": 609
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
ret_u: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
init: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
ret_t: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
body: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_reference_lid"
] | [] | false | false | false | true | false | let mk_withlocal (ret_u: R.universe) (a init pre ret_t post body: R.term) =
| let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_sub_stt | val mk_sub_stt (u: R.universe) (ty pre1 pre2 post1 post2 t: R.term) : R.term | val mk_sub_stt (u: R.universe) (ty pre1 pre2 post1 post2 t: R.term) : R.term | let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)] | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 24,
"end_line": 546,
"start_col": 0,
"start_line": 521
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u466: FStar.Stubs.Reflection.Types.universe ->
ty: FStar.Stubs.Reflection.Types.term ->
pre1: FStar.Stubs.Reflection.Types.term ->
pre2: FStar.Stubs.Reflection.Types.term ->
post1: FStar.Stubs.Reflection.Types.term ->
post2: FStar.Stubs.Reflection.Types.term ->
t: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Reflection.V2.Derived.mk_app",
"Prims.Cons",
"FStar.Stubs.Reflection.V2.Data.argv",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"Prims.Nil",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.Types.fv",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_sub_stt (u: R.universe) (ty pre1 pre2 post1 post2 t: R.term) : R.term =
| let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app (R.mk_app (R.mk_app (R.mk_app (R.mk_app (R.mk_app (R.mk_app (R.mk_app head
[(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[((`()), R.Q_Explicit)])
[((`()), R.Q_Explicit)])
[(t, R.Q_Explicit)] | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_rewrite | val mk_rewrite : p: FStar.Stubs.Reflection.Types.term -> q: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 38,
"end_line": 607,
"start_col": 0,
"start_line": 602
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | p: FStar.Stubs.Reflection.Types.term -> q: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_rewrite (p q: R.term) =
| let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t ((`()), Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.array_length_lid | val array_length_lid : Prims.list Prims.string | let array_length_lid = mk_pulse_lib_array_core_lid "length" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 59,
"end_line": 675,
"start_col": 0,
"start_line": 675
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array" | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_array_core_lid"
] | [] | false | false | false | true | false | let array_length_lid =
| mk_pulse_lib_array_core_lid "length" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_array_length | val mk_array_length (a arr: R.term) : R.term | val mk_array_length (a arr: R.term) : R.term | let mk_array_length (a:R.term) (arr:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 38,
"end_line": 687,
"start_col": 0,
"start_line": 683
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array"
let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | a: FStar.Stubs.Reflection.Types.term -> arr: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.array_length_lid"
] | [] | false | false | false | true | false | let mk_array_length (a arr: R.term) : R.term =
| let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_sub_inv_atomic | val mk_sub_inv_atomic (u: R.universe) (a pre post opens1 opens2 e: R.term) : R.term | val mk_sub_inv_atomic (u: R.universe) (a pre post opens1 opens2 e: R.term) : R.term | let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)] | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 21,
"end_line": 573,
"start_col": 0,
"start_line": 563
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u496: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
opens1: FStar.Stubs.Reflection.Types.term ->
opens2: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Reflection.V2.Derived.mk_app",
"Prims.Cons",
"FStar.Stubs.Reflection.V2.Data.argv",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"Prims.Nil",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_sub_inv_atomic (u: R.universe) (a pre post opens1 opens2 e: R.term) : R.term =
| let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head:R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[
(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)
] | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_array | val mk_array (a: R.term) : R.term | val mk_array (a: R.term) : R.term | let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 36,
"end_line": 681,
"start_col": 0,
"start_line": 678
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array" | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | a: FStar.Stubs.Reflection.Types.term -> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.array_lid"
] | [] | false | false | false | true | false | let mk_array (a: R.term) : R.term =
| let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_frame_stt_ghost | val mk_frame_stt_ghost : u452: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
frame: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 38,
"end_line": 518,
"start_col": 0,
"start_line": 510
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u452: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
frame: FStar.Stubs.Reflection.Types.term ->
e: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_frame_stt_ghost (u: R.universe) (a pre post frame e: R.term) =
| let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.ref_lid | val ref_lid : Prims.list Prims.string | let ref_lid = mk_pulse_lib_reference_lid "ref" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 46,
"end_line": 650,
"start_col": 0,
"start_line": 650
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit () | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_reference_lid"
] | [] | false | false | false | true | false | let ref_lid =
| mk_pulse_lib_reference_lid "ref" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_ref | val mk_ref (a: R.term) : R.term | val mk_ref (a: R.term) : R.term | let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 36,
"end_line": 657,
"start_col": 0,
"start_line": 654
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | a: FStar.Stubs.Reflection.Types.term -> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.ref_lid"
] | [] | false | false | false | true | false | let mk_ref (a: R.term) : R.term =
| let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.pts_to_lid | val pts_to_lid : Prims.list Prims.string | let pts_to_lid = mk_pulse_lib_reference_lid "pts_to" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 52,
"end_line": 651,
"start_col": 0,
"start_line": 651
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit () | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_reference_lid"
] | [] | false | false | false | true | false | let pts_to_lid =
| mk_pulse_lib_reference_lid "pts_to" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_par | val mk_par : u528: FStar.Stubs.Reflection.Types.universe ->
aL: FStar.Stubs.Reflection.Types.term ->
aR: FStar.Stubs.Reflection.Types.term ->
preL: FStar.Stubs.Reflection.Types.term ->
postL: FStar.Stubs.Reflection.Types.term ->
preR: FStar.Stubs.Reflection.Types.term ->
postR: FStar.Stubs.Reflection.Types.term ->
eL: FStar.Stubs.Reflection.Types.term ->
eR: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 37,
"end_line": 600,
"start_col": 0,
"start_line": 589
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u528: FStar.Stubs.Reflection.Types.universe ->
aL: FStar.Stubs.Reflection.Types.term ->
aR: FStar.Stubs.Reflection.Types.term ->
preL: FStar.Stubs.Reflection.Types.term ->
postL: FStar.Stubs.Reflection.Types.term ->
preR: FStar.Stubs.Reflection.Types.term ->
postR: FStar.Stubs.Reflection.Types.term ->
eL: FStar.Stubs.Reflection.Types.term ->
eR: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_par (u: R.universe) (aL aR preL postL preR postR eL eR: R.term) =
| let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_pulse_lib_array_core_lid | val mk_pulse_lib_array_core_lid : s: Prims.string -> Prims.list Prims.string | let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s] | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 62,
"end_line": 671,
"start_col": 0,
"start_line": 671
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | s: Prims.string -> Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Prims.string",
"FStar.List.Tot.Base.op_At",
"Pulse.Reflection.Util.pulse_lib_array_core",
"Prims.Cons",
"Prims.Nil",
"Prims.list"
] | [] | false | false | false | true | false | let mk_pulse_lib_array_core_lid s =
| pulse_lib_array_core @ [s] | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.full_perm_tm | val full_perm_tm:R.term | val full_perm_tm:R.term | let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 43,
"end_line": 669,
"start_col": 0,
"start_line": 667
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.full_perm_lid"
] | [] | false | false | false | true | false | let full_perm_tm:R.term =
| let open R in pack_ln (Tv_FVar (pack_fv full_perm_lid)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.array_pts_to_lid | val array_pts_to_lid : Prims.list Prims.string | let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 59,
"end_line": 674,
"start_col": 0,
"start_line": 674
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_array_core_lid"
] | [] | false | false | false | true | false | let array_pts_to_lid =
| mk_pulse_lib_array_core_lid "pts_to" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.array_lid | val array_lid : Prims.list Prims.string | let array_lid = mk_pulse_lib_array_core_lid "array" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 51,
"end_line": 673,
"start_col": 0,
"start_line": 673
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_array_core_lid"
] | [] | false | false | false | true | false | let array_lid =
| mk_pulse_lib_array_core_lid "array" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_seq | val mk_seq (u: R.universe) (a: R.term) : R.term | val mk_seq (u: R.universe) (a: R.term) : R.term | let mk_seq (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_lid) [u]) in
pack_ln (Tv_App t (a, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 36,
"end_line": 706,
"start_col": 0,
"start_line": 703
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array"
let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_array_length (a:R.term) (arr:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit))
let mk_array_pts_to (a:R.term) (arr:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (arr, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
// let mk_array_is_full (a:R.term) (arr:R.term) : R.term =
// let open R in
// let t = pack_ln (Tv_FVar (pack_fv array_is_full_lid)) in
// let t = pack_ln (Tv_App t (a, Q_Implicit)) in
// pack_ln (Tv_App t (arr, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | u652: FStar.Stubs.Reflection.Types.universe -> a: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.seq_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_seq (u: R.universe) (a: R.term) : R.term =
| let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_lid) [u]) in
pack_ln (Tv_App t (a, Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.full_perm_lid | val full_perm_lid : Prims.list Prims.string | let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"] | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 70,
"end_line": 652,
"start_col": 0,
"start_line": 652
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref" | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Prims.Cons",
"Prims.string",
"Prims.Nil"
] | [] | false | false | false | true | false | let full_perm_lid =
| ["PulseCore"; "FractionalPermission"; "full_perm"] | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.pulse_lib_array_core | val pulse_lib_array_core : Prims.list Prims.string | let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"] | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 60,
"end_line": 670,
"start_col": 0,
"start_line": 670
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Prims.Cons",
"Prims.string",
"Prims.Nil"
] | [] | false | false | false | true | false | let pulse_lib_array_core =
| ["Pulse"; "Lib"; "Array"; "Core"] | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_withlocalarray | val mk_withlocalarray : ret_u: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
init: FStar.Stubs.Reflection.Types.term ->
len: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
ret_t: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
body: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | let mk_withlocalarray (ret_u:R.universe) (a init len pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_array_core_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 39,
"end_line": 725,
"start_col": 0,
"start_line": 715
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array"
let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_array_length (a:R.term) (arr:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit))
let mk_array_pts_to (a:R.term) (arr:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (arr, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
// let mk_array_is_full (a:R.term) (arr:R.term) : R.term =
// let open R in
// let t = pack_ln (Tv_FVar (pack_fv array_is_full_lid)) in
// let t = pack_ln (Tv_App t (a, Q_Implicit)) in
// pack_ln (Tv_App t (arr, Q_Explicit))
let mk_seq (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_lid) [u]) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_seq_create (u:R.universe) (a:R.term) (len:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_create_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
pack_ln (Tv_App t (v, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
ret_u: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
init: FStar.Stubs.Reflection.Types.term ->
len: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
ret_t: FStar.Stubs.Reflection.Types.term ->
post: FStar.Stubs.Reflection.Types.term ->
body: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.Cons",
"Prims.Nil",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_array_core_lid"
] | [] | false | false | false | true | false | let mk_withlocalarray (ret_u: R.universe) (a init len pre ret_t post body: R.term) =
| let open R in
let lid = mk_pulse_lib_array_core_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_szv | val mk_szv : n: FStar.Stubs.Reflection.Types.term -> FStar.Stubs.Reflection.Types.term | let mk_szv (n:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv szv_lid)) in
pack_ln (Tv_App t (n, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 36,
"end_line": 730,
"start_col": 0,
"start_line": 727
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array"
let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_array_length (a:R.term) (arr:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit))
let mk_array_pts_to (a:R.term) (arr:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (arr, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
// let mk_array_is_full (a:R.term) (arr:R.term) : R.term =
// let open R in
// let t = pack_ln (Tv_FVar (pack_fv array_is_full_lid)) in
// let t = pack_ln (Tv_App t (a, Q_Implicit)) in
// pack_ln (Tv_App t (arr, Q_Explicit))
let mk_seq (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_lid) [u]) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_seq_create (u:R.universe) (a:R.term) (len:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_create_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let mk_withlocalarray (ret_u:R.universe) (a init len pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_array_core_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | n: FStar.Stubs.Reflection.Types.term -> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.szv_lid"
] | [] | false | false | false | true | false | let mk_szv (n: R.term) =
| let open R in
let t = pack_ln (Tv_FVar (pack_fv szv_lid)) in
pack_ln (Tv_App t (n, Q_Explicit)) | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_pts_to | val mk_pts_to (a r perm v: R.term) : R.term | val mk_pts_to (a r perm v: R.term) : R.term | let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 36,
"end_line": 665,
"start_col": 0,
"start_line": 659
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
a: FStar.Stubs.Reflection.Types.term ->
r: FStar.Stubs.Reflection.Types.term ->
perm: FStar.Stubs.Reflection.Types.term ->
v: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.pts_to_lid"
] | [] | false | false | false | true | false | let mk_pts_to (a r perm v: R.term) : R.term =
| let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.array_is_full_lid | val array_is_full_lid : Prims.list Prims.string | let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 67,
"end_line": 676,
"start_col": 0,
"start_line": 676
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to" | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_pulse_lib_array_core_lid"
] | [] | false | false | false | true | false | let array_is_full_lid =
| mk_pulse_lib_array_core_lid "is_full_array" | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_mem_inv | val mk_mem_inv (invP inames inv: R.term) : R.term | val mk_mem_inv (invP inames inv: R.term) : R.term | let mk_mem_inv (invP inames inv:R.term) : R.term =
let mem_inv_tm = mk_pulse_lib_core_lid "mem_inv" in
let t = R.pack_ln (R.Tv_FVar (R.pack_fv mem_inv_tm)) in
R.mk_app t [ im invP; ex inames; ex inv ] | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 43,
"end_line": 744,
"start_col": 0,
"start_line": 741
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array"
let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_array_length (a:R.term) (arr:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit))
let mk_array_pts_to (a:R.term) (arr:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (arr, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
// let mk_array_is_full (a:R.term) (arr:R.term) : R.term =
// let open R in
// let t = pack_ln (Tv_FVar (pack_fv array_is_full_lid)) in
// let t = pack_ln (Tv_App t (a, Q_Implicit)) in
// pack_ln (Tv_App t (arr, Q_Explicit))
let mk_seq (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_lid) [u]) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_seq_create (u:R.universe) (a:R.term) (len:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_create_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let mk_withlocalarray (ret_u:R.universe) (a init len pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_array_core_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
let mk_szv (n:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv szv_lid)) in
pack_ln (Tv_App t (n, Q_Explicit))
let mk_opaque_let (g:R.env) (nm:string) (tm:Ghost.erased R.term) (ty:R.typ{RT.typing g tm (T.E_Total, ty)}) : T.Tac (RT.sigelt_for g) =
let fv = R.pack_fv (T.cur_module () @ [nm]) in
let lb = R.pack_lb ({ lb_fv = fv; lb_us = []; lb_typ = ty; lb_def = (`_) }) in
let se = R.pack_sigelt (R.Sg_Let false [lb]) in
let pf : RT.sigelt_typing g se =
RT.ST_Let_Opaque g fv ty ()
in
(true, se, None) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
invP: FStar.Stubs.Reflection.Types.term ->
inames: FStar.Stubs.Reflection.Types.term ->
inv: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.term",
"FStar.Reflection.V2.Derived.mk_app",
"Prims.Cons",
"FStar.Stubs.Reflection.V2.Data.argv",
"Pulse.Reflection.Util.im",
"Pulse.Reflection.Util.ex",
"Prims.Nil",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Prims.list",
"Prims.string",
"Pulse.Reflection.Util.mk_pulse_lib_core_lid"
] | [] | false | false | false | true | false | let mk_mem_inv (invP inames inv: R.term) : R.term =
| let mem_inv_tm = mk_pulse_lib_core_lid "mem_inv" in
let t = R.pack_ln (R.Tv_FVar (R.pack_fv mem_inv_tm)) in
R.mk_app t [im invP; ex inames; ex inv] | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_array_pts_to | val mk_array_pts_to (a arr perm v: R.term) : R.term | val mk_array_pts_to (a arr perm v: R.term) : R.term | let mk_array_pts_to (a:R.term) (arr:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (arr, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 36,
"end_line": 695,
"start_col": 0,
"start_line": 689
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array"
let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_array_length (a:R.term) (arr:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
a: FStar.Stubs.Reflection.Types.term ->
arr: FStar.Stubs.Reflection.Types.term ->
perm: FStar.Stubs.Reflection.Types.term ->
v: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_FVar",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.array_pts_to_lid"
] | [] | false | false | false | true | false | let mk_array_pts_to (a arr perm v: R.term) : R.term =
| let open R in
let t = pack_ln (Tv_FVar (pack_fv array_pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (arr, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_seq_create | val mk_seq_create (u: R.universe) (a len v: R.term) : R.term | val mk_seq_create (u: R.universe) (a len v: R.term) : R.term | let mk_seq_create (u:R.universe) (a:R.term) (len:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_create_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
pack_ln (Tv_App t (v, Q_Explicit)) | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 36,
"end_line": 713,
"start_col": 0,
"start_line": 708
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array"
let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_array_length (a:R.term) (arr:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit))
let mk_array_pts_to (a:R.term) (arr:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (arr, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
// let mk_array_is_full (a:R.term) (arr:R.term) : R.term =
// let open R in
// let t = pack_ln (Tv_FVar (pack_fv array_is_full_lid)) in
// let t = pack_ln (Tv_App t (a, Q_Implicit)) in
// pack_ln (Tv_App t (arr, Q_Explicit))
let mk_seq (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_lid) [u]) in
pack_ln (Tv_App t (a, Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
u660: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
len: FStar.Stubs.Reflection.Types.term ->
v: FStar.Stubs.Reflection.Types.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Stubs.Reflection.V2.Data.Q_Implicit",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"FStar.Stubs.Reflection.V2.Builtins.pack_fv",
"Pulse.Reflection.Util.seq_create_lid",
"Prims.Cons",
"Prims.Nil"
] | [] | false | false | false | true | false | let mk_seq_create (u: R.universe) (a len v: R.term) : R.term =
| let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_create_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
pack_ln (Tv_App t (v, Q_Explicit)) | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_observability_lid | val mk_observability_lid : l: Prims.string -> Prims.list Prims.string | let mk_observability_lid l = ["PulseCore"; "Observability"; l] | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 62,
"end_line": 753,
"start_col": 0,
"start_line": 753
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array"
let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_array_length (a:R.term) (arr:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit))
let mk_array_pts_to (a:R.term) (arr:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (arr, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
// let mk_array_is_full (a:R.term) (arr:R.term) : R.term =
// let open R in
// let t = pack_ln (Tv_FVar (pack_fv array_is_full_lid)) in
// let t = pack_ln (Tv_App t (a, Q_Implicit)) in
// pack_ln (Tv_App t (arr, Q_Explicit))
let mk_seq (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_lid) [u]) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_seq_create (u:R.universe) (a:R.term) (len:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_create_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let mk_withlocalarray (ret_u:R.universe) (a init len pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_array_core_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
let mk_szv (n:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv szv_lid)) in
pack_ln (Tv_App t (n, Q_Explicit))
let mk_opaque_let (g:R.env) (nm:string) (tm:Ghost.erased R.term) (ty:R.typ{RT.typing g tm (T.E_Total, ty)}) : T.Tac (RT.sigelt_for g) =
let fv = R.pack_fv (T.cur_module () @ [nm]) in
let lb = R.pack_lb ({ lb_fv = fv; lb_us = []; lb_typ = ty; lb_def = (`_) }) in
let se = R.pack_sigelt (R.Sg_Let false [lb]) in
let pf : RT.sigelt_typing g se =
RT.ST_Let_Opaque g fv ty ()
in
(true, se, None)
let mk_mem_inv (invP inames inv:R.term) : R.term =
let mem_inv_tm = mk_pulse_lib_core_lid "mem_inv" in
let t = R.pack_ln (R.Tv_FVar (R.pack_fv mem_inv_tm)) in
R.mk_app t [ im invP; ex inames; ex inv ]
let inv_disjointness_goal (inv_p:T.term) (inames:T.term) (inv:T.term)
: R.term
= let p = mk_mem_inv inv_p inames inv in
let u0 = R.pack_universe R.Uv_Zero in
let p = mk_reveal u0 bool_tm p in
mk_eq2 u0 bool_tm (`false) p | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | l: Prims.string -> Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Prims.string",
"Prims.Cons",
"Prims.Nil",
"Prims.list"
] | [] | false | false | false | true | false | let mk_observability_lid l =
| ["PulseCore"; "Observability"; l] | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.inv_disjointness_goal | val inv_disjointness_goal (inv_p inames inv: T.term) : R.term | val inv_disjointness_goal (inv_p inames inv: T.term) : R.term | let inv_disjointness_goal (inv_p:T.term) (inames:T.term) (inv:T.term)
: R.term
= let p = mk_mem_inv inv_p inames inv in
let u0 = R.pack_universe R.Uv_Zero in
let p = mk_reveal u0 bool_tm p in
mk_eq2 u0 bool_tm (`false) p | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 30,
"end_line": 751,
"start_col": 0,
"start_line": 746
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array"
let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_array_length (a:R.term) (arr:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit))
let mk_array_pts_to (a:R.term) (arr:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (arr, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
// let mk_array_is_full (a:R.term) (arr:R.term) : R.term =
// let open R in
// let t = pack_ln (Tv_FVar (pack_fv array_is_full_lid)) in
// let t = pack_ln (Tv_App t (a, Q_Implicit)) in
// pack_ln (Tv_App t (arr, Q_Explicit))
let mk_seq (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_lid) [u]) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_seq_create (u:R.universe) (a:R.term) (len:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_create_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let mk_withlocalarray (ret_u:R.universe) (a init len pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_array_core_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
let mk_szv (n:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv szv_lid)) in
pack_ln (Tv_App t (n, Q_Explicit))
let mk_opaque_let (g:R.env) (nm:string) (tm:Ghost.erased R.term) (ty:R.typ{RT.typing g tm (T.E_Total, ty)}) : T.Tac (RT.sigelt_for g) =
let fv = R.pack_fv (T.cur_module () @ [nm]) in
let lb = R.pack_lb ({ lb_fv = fv; lb_us = []; lb_typ = ty; lb_def = (`_) }) in
let se = R.pack_sigelt (R.Sg_Let false [lb]) in
let pf : RT.sigelt_typing g se =
RT.ST_Let_Opaque g fv ty ()
in
(true, se, None)
let mk_mem_inv (invP inames inv:R.term) : R.term =
let mem_inv_tm = mk_pulse_lib_core_lid "mem_inv" in
let t = R.pack_ln (R.Tv_FVar (R.pack_fv mem_inv_tm)) in
R.mk_app t [ im invP; ex inames; ex inv ] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
inv_p: FStar.Tactics.NamedView.term ->
inames: FStar.Tactics.NamedView.term ->
inv: FStar.Tactics.NamedView.term
-> FStar.Stubs.Reflection.Types.term | Prims.Tot | [
"total"
] | [] | [
"FStar.Tactics.NamedView.term",
"Pulse.Reflection.Util.mk_eq2",
"Pulse.Reflection.Util.bool_tm",
"FStar.Stubs.Reflection.Types.term",
"Pulse.Reflection.Util.mk_reveal",
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.V2.Builtins.pack_universe",
"FStar.Stubs.Reflection.V2.Data.Uv_Zero",
"Pulse.Reflection.Util.mk_mem_inv"
] | [] | false | false | false | true | false | let inv_disjointness_goal (inv_p inames inv: T.term) : R.term =
| let p = mk_mem_inv inv_p inames inv in
let u0 = R.pack_universe R.Uv_Zero in
let p = mk_reveal u0 bool_tm p in
mk_eq2 u0 bool_tm (`false) p | false |
FStar.Constructive.fst | FStar.Constructive.ceq_trans | val ceq_trans : #a:Type -> #x:a -> #y:a -> #z:a -> ceq x y -> ceq y z -> Tot (ceq x z) | val ceq_trans : #a:Type -> #x:a -> #y:a -> #z:a -> ceq x y -> ceq y z -> Tot (ceq x z) | let ceq_trans #a #x #y #z hxy hyz = Refl | {
"file_name": "ulib/legacy/FStar.Constructive.fst",
"git_rev": "10183ea187da8e8c426b799df6c825e24c0767d3",
"git_url": "https://github.com/FStarLang/FStar.git",
"project_name": "FStar"
} | {
"end_col": 40,
"end_line": 55,
"start_col": 0,
"start_line": 55
} | (*
Copyright 2008-2018 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module FStar.Constructive
type cand p1 p2 =
| Conj : h1:p1 -> h2:p2 -> cand p1 p2
type cor p1 p2 =
| IntroL : h:p1 -> cor p1 p2
| IntroR : h:p2 -> cor p1 p2
type cimp a b = a -> Tot b
type ciff a b = cand (cimp a b) (cimp b a)
noeq type cexists (#a:Type) (p:a -> Type) =
| ExIntro : x:a -> h:p x -> cexists p
// val ex_intro_x : #a:Type -> #p:(a -> Type) -> projectee:cexists p -> Tot a
// let ex_intro_x #a #p = function
// | ExIntro x _ -> x
type ceq (#a:Type) x : a -> Type =
| Refl : ceq #a x x
type ceq_type (a:Type) : Type -> Type =
| ReflType : ceq_type a a
val eq_ind : #a:Type -> x:a -> p:(a -> Type) -> f:p x -> y:a -> e:ceq x y -> Tot (p y)
let eq_ind #a x p f y _ = f
val ceq_eq : #a:Type{hasEq a} -> #x:a -> #y:a -> h:(ceq x y) -> Lemma (x = y)
let ceq_eq #a #x #y h = ()
val ceq_congruence : #a:Type -> #b:Type -> #x:a -> #y:a -> ceq x y ->
f:(a -> GTot b) -> GTot (ceq (f x) (f y))
let ceq_congruence #a #b #x #y h f = Refl #_ #(f x) //refuse to infer terms with non-Tot effect
val ceq_symm : #a:Type -> #x:a -> #y:a -> ceq x y -> Tot (ceq y x)
let ceq_symm #a #x #y h = Refl | {
"checked_file": "/",
"dependencies": [
"prims.fst.checked",
"FStar.Pervasives.fsti.checked"
],
"interface_file": false,
"source_file": "FStar.Constructive.fst"
} | [
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | hxy: FStar.Constructive.ceq x y -> hyz: FStar.Constructive.ceq y z -> FStar.Constructive.ceq x z | Prims.Tot | [
"total"
] | [] | [
"FStar.Constructive.ceq",
"FStar.Constructive.Refl"
] | [] | false | false | false | false | false | let ceq_trans #a #x #y #z hxy hyz =
| Refl | false |
FStar.Constructive.fst | FStar.Constructive.false_elim | val false_elim : #a:Type -> u:unit{false} -> Tot a | val false_elim : #a:Type -> u:unit{false} -> Tot a | let false_elim #a u = false_elim () | {
"file_name": "ulib/legacy/FStar.Constructive.fst",
"git_rev": "10183ea187da8e8c426b799df6c825e24c0767d3",
"git_url": "https://github.com/FStarLang/FStar.git",
"project_name": "FStar"
} | {
"end_col": 35,
"end_line": 70,
"start_col": 0,
"start_line": 70
} | (*
Copyright 2008-2018 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module FStar.Constructive
type cand p1 p2 =
| Conj : h1:p1 -> h2:p2 -> cand p1 p2
type cor p1 p2 =
| IntroL : h:p1 -> cor p1 p2
| IntroR : h:p2 -> cor p1 p2
type cimp a b = a -> Tot b
type ciff a b = cand (cimp a b) (cimp b a)
noeq type cexists (#a:Type) (p:a -> Type) =
| ExIntro : x:a -> h:p x -> cexists p
// val ex_intro_x : #a:Type -> #p:(a -> Type) -> projectee:cexists p -> Tot a
// let ex_intro_x #a #p = function
// | ExIntro x _ -> x
type ceq (#a:Type) x : a -> Type =
| Refl : ceq #a x x
type ceq_type (a:Type) : Type -> Type =
| ReflType : ceq_type a a
val eq_ind : #a:Type -> x:a -> p:(a -> Type) -> f:p x -> y:a -> e:ceq x y -> Tot (p y)
let eq_ind #a x p f y _ = f
val ceq_eq : #a:Type{hasEq a} -> #x:a -> #y:a -> h:(ceq x y) -> Lemma (x = y)
let ceq_eq #a #x #y h = ()
val ceq_congruence : #a:Type -> #b:Type -> #x:a -> #y:a -> ceq x y ->
f:(a -> GTot b) -> GTot (ceq (f x) (f y))
let ceq_congruence #a #b #x #y h f = Refl #_ #(f x) //refuse to infer terms with non-Tot effect
val ceq_symm : #a:Type -> #x:a -> #y:a -> ceq x y -> Tot (ceq y x)
let ceq_symm #a #x #y h = Refl
val ceq_trans : #a:Type -> #x:a -> #y:a -> #z:a -> ceq x y -> ceq y z -> Tot (ceq x z)
let ceq_trans #a #x #y #z hxy hyz = Refl
type ctrue =
| I : ctrue
(* hopefully this is an empty type *)
type cfalse : Type =
val cfalse_elim : #a:Type -> cfalse -> Tot a
let cfalse_elim #a f = match f with
val false_elim2 : #a:Type -> cfalse -> Tot a
let false_elim2 #a x = false_elim () | {
"checked_file": "/",
"dependencies": [
"prims.fst.checked",
"FStar.Pervasives.fsti.checked"
],
"interface_file": false,
"source_file": "FStar.Constructive.fst"
} | [
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | u268: u269: Prims.unit{false} -> a | Prims.Tot | [
"total"
] | [] | [
"Prims.unit",
"Prims.b2t",
"FStar.Pervasives.false_elim"
] | [] | false | false | false | false | false | let false_elim #a u =
| false_elim () | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.unobservable_lid | val unobservable_lid : Prims.list Prims.string | let unobservable_lid = mk_observability_lid "Unobservable" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 58,
"end_line": 755,
"start_col": 0,
"start_line": 755
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array"
let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_array_length (a:R.term) (arr:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit))
let mk_array_pts_to (a:R.term) (arr:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (arr, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
// let mk_array_is_full (a:R.term) (arr:R.term) : R.term =
// let open R in
// let t = pack_ln (Tv_FVar (pack_fv array_is_full_lid)) in
// let t = pack_ln (Tv_App t (a, Q_Implicit)) in
// pack_ln (Tv_App t (arr, Q_Explicit))
let mk_seq (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_lid) [u]) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_seq_create (u:R.universe) (a:R.term) (len:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_create_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let mk_withlocalarray (ret_u:R.universe) (a init len pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_array_core_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
let mk_szv (n:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv szv_lid)) in
pack_ln (Tv_App t (n, Q_Explicit))
let mk_opaque_let (g:R.env) (nm:string) (tm:Ghost.erased R.term) (ty:R.typ{RT.typing g tm (T.E_Total, ty)}) : T.Tac (RT.sigelt_for g) =
let fv = R.pack_fv (T.cur_module () @ [nm]) in
let lb = R.pack_lb ({ lb_fv = fv; lb_us = []; lb_typ = ty; lb_def = (`_) }) in
let se = R.pack_sigelt (R.Sg_Let false [lb]) in
let pf : RT.sigelt_typing g se =
RT.ST_Let_Opaque g fv ty ()
in
(true, se, None)
let mk_mem_inv (invP inames inv:R.term) : R.term =
let mem_inv_tm = mk_pulse_lib_core_lid "mem_inv" in
let t = R.pack_ln (R.Tv_FVar (R.pack_fv mem_inv_tm)) in
R.mk_app t [ im invP; ex inames; ex inv ]
let inv_disjointness_goal (inv_p:T.term) (inames:T.term) (inv:T.term)
: R.term
= let p = mk_mem_inv inv_p inames inv in
let u0 = R.pack_universe R.Uv_Zero in
let p = mk_reveal u0 bool_tm p in
mk_eq2 u0 bool_tm (`false) p
let mk_observability_lid l = ["PulseCore"; "Observability"; l] | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_observability_lid"
] | [] | false | false | false | true | false | let unobservable_lid =
| mk_observability_lid "Unobservable" | false |
|
FStar.Constructive.fst | FStar.Constructive.false_elim2 | val false_elim2 : #a:Type -> cfalse -> Tot a | val false_elim2 : #a:Type -> cfalse -> Tot a | let false_elim2 #a x = false_elim () | {
"file_name": "ulib/legacy/FStar.Constructive.fst",
"git_rev": "10183ea187da8e8c426b799df6c825e24c0767d3",
"git_url": "https://github.com/FStarLang/FStar.git",
"project_name": "FStar"
} | {
"end_col": 36,
"end_line": 67,
"start_col": 0,
"start_line": 67
} | (*
Copyright 2008-2018 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module FStar.Constructive
type cand p1 p2 =
| Conj : h1:p1 -> h2:p2 -> cand p1 p2
type cor p1 p2 =
| IntroL : h:p1 -> cor p1 p2
| IntroR : h:p2 -> cor p1 p2
type cimp a b = a -> Tot b
type ciff a b = cand (cimp a b) (cimp b a)
noeq type cexists (#a:Type) (p:a -> Type) =
| ExIntro : x:a -> h:p x -> cexists p
// val ex_intro_x : #a:Type -> #p:(a -> Type) -> projectee:cexists p -> Tot a
// let ex_intro_x #a #p = function
// | ExIntro x _ -> x
type ceq (#a:Type) x : a -> Type =
| Refl : ceq #a x x
type ceq_type (a:Type) : Type -> Type =
| ReflType : ceq_type a a
val eq_ind : #a:Type -> x:a -> p:(a -> Type) -> f:p x -> y:a -> e:ceq x y -> Tot (p y)
let eq_ind #a x p f y _ = f
val ceq_eq : #a:Type{hasEq a} -> #x:a -> #y:a -> h:(ceq x y) -> Lemma (x = y)
let ceq_eq #a #x #y h = ()
val ceq_congruence : #a:Type -> #b:Type -> #x:a -> #y:a -> ceq x y ->
f:(a -> GTot b) -> GTot (ceq (f x) (f y))
let ceq_congruence #a #b #x #y h f = Refl #_ #(f x) //refuse to infer terms with non-Tot effect
val ceq_symm : #a:Type -> #x:a -> #y:a -> ceq x y -> Tot (ceq y x)
let ceq_symm #a #x #y h = Refl
val ceq_trans : #a:Type -> #x:a -> #y:a -> #z:a -> ceq x y -> ceq y z -> Tot (ceq x z)
let ceq_trans #a #x #y #z hxy hyz = Refl
type ctrue =
| I : ctrue
(* hopefully this is an empty type *)
type cfalse : Type =
val cfalse_elim : #a:Type -> cfalse -> Tot a
let cfalse_elim #a f = match f with | {
"checked_file": "/",
"dependencies": [
"prims.fst.checked",
"FStar.Pervasives.fsti.checked"
],
"interface_file": false,
"source_file": "FStar.Constructive.fst"
} | [
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | x: FStar.Constructive.cfalse -> a | Prims.Tot | [
"total"
] | [] | [
"FStar.Constructive.cfalse",
"FStar.Pervasives.false_elim"
] | [] | false | false | false | true | false | let false_elim2 #a x =
| false_elim () | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.mk_stt_ghost_comp_post_equiv | val mk_stt_ghost_comp_post_equiv
(g: R.env)
(u: R.universe)
(a pre post1 post2: R.term)
(posts_equiv: RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1) (mk_stt_ghost_comp u a pre post2) | val mk_stt_ghost_comp_post_equiv
(g: R.env)
(u: R.universe)
(a pre post1 post2: R.term)
(posts_equiv: RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1) (mk_stt_ghost_comp u a pre post2) | let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 15,
"end_line": 209,
"start_col": 0,
"start_line": 198
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit)) | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false |
g: FStar.Stubs.Reflection.Types.env ->
u127: FStar.Stubs.Reflection.Types.universe ->
a: FStar.Stubs.Reflection.Types.term ->
pre: FStar.Stubs.Reflection.Types.term ->
post1: FStar.Stubs.Reflection.Types.term ->
post2: FStar.Stubs.Reflection.Types.term ->
posts_equiv: FStar.Reflection.Typing.equiv g post1 post2
-> FStar.Reflection.Typing.equiv g
(Pulse.Reflection.Util.mk_stt_ghost_comp u127 a pre post1)
(Pulse.Reflection.Util.mk_stt_ghost_comp u127 a pre post2) | Prims.Tot | [
"total"
] | [] | [
"FStar.Stubs.Reflection.Types.env",
"FStar.Stubs.Reflection.Types.universe",
"FStar.Stubs.Reflection.Types.term",
"FStar.Reflection.Typing.equiv",
"FStar.Reflection.Typing.Rel_ctxt",
"FStar.Reflection.Typing.Ctxt_app_arg",
"FStar.Stubs.Reflection.V2.Data.Q_Explicit",
"FStar.Reflection.Typing.Ctxt_hole",
"FStar.Stubs.Reflection.V2.Builtins.pack_ln",
"FStar.Stubs.Reflection.V2.Data.Tv_App",
"FStar.Pervasives.Native.Mktuple2",
"FStar.Stubs.Reflection.V2.Data.aqualv",
"FStar.Stubs.Reflection.V2.Data.Tv_UInst",
"Pulse.Reflection.Util.stt_ghost_fv",
"Prims.Cons",
"Prims.Nil",
"Pulse.Reflection.Util.mk_stt_ghost_comp"
] | [] | false | false | false | false | false | let mk_stt_ghost_comp_post_equiv
(g: R.env)
(u: R.universe)
(a pre post1 post2: R.term)
(posts_equiv: RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1) (mk_stt_ghost_comp u a pre post2) =
| let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2 (Ctxt_app_arg t Q_Explicit Ctxt_hole) posts_equiv | false |
FStar.Constructive.fst | FStar.Constructive.eq_ind | val eq_ind : #a:Type -> x:a -> p:(a -> Type) -> f:p x -> y:a -> e:ceq x y -> Tot (p y) | val eq_ind : #a:Type -> x:a -> p:(a -> Type) -> f:p x -> y:a -> e:ceq x y -> Tot (p y) | let eq_ind #a x p f y _ = f | {
"file_name": "ulib/legacy/FStar.Constructive.fst",
"git_rev": "10183ea187da8e8c426b799df6c825e24c0767d3",
"git_url": "https://github.com/FStarLang/FStar.git",
"project_name": "FStar"
} | {
"end_col": 27,
"end_line": 42,
"start_col": 0,
"start_line": 42
} | (*
Copyright 2008-2018 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module FStar.Constructive
type cand p1 p2 =
| Conj : h1:p1 -> h2:p2 -> cand p1 p2
type cor p1 p2 =
| IntroL : h:p1 -> cor p1 p2
| IntroR : h:p2 -> cor p1 p2
type cimp a b = a -> Tot b
type ciff a b = cand (cimp a b) (cimp b a)
noeq type cexists (#a:Type) (p:a -> Type) =
| ExIntro : x:a -> h:p x -> cexists p
// val ex_intro_x : #a:Type -> #p:(a -> Type) -> projectee:cexists p -> Tot a
// let ex_intro_x #a #p = function
// | ExIntro x _ -> x
type ceq (#a:Type) x : a -> Type =
| Refl : ceq #a x x
type ceq_type (a:Type) : Type -> Type =
| ReflType : ceq_type a a | {
"checked_file": "/",
"dependencies": [
"prims.fst.checked",
"FStar.Pervasives.fsti.checked"
],
"interface_file": false,
"source_file": "FStar.Constructive.fst"
} | [
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | x: a -> p: (_: a -> Type) -> f: p x -> y: a -> e: FStar.Constructive.ceq x y -> p y | Prims.Tot | [
"total"
] | [] | [
"FStar.Constructive.ceq"
] | [] | false | false | false | false | false | let eq_ind #a x p f y _ =
| f | false |
FStar.Constructive.fst | FStar.Constructive.ceq_congruence | val ceq_congruence : #a:Type -> #b:Type -> #x:a -> #y:a -> ceq x y ->
f:(a -> GTot b) -> GTot (ceq (f x) (f y)) | val ceq_congruence : #a:Type -> #b:Type -> #x:a -> #y:a -> ceq x y ->
f:(a -> GTot b) -> GTot (ceq (f x) (f y)) | let ceq_congruence #a #b #x #y h f = Refl #_ #(f x) | {
"file_name": "ulib/legacy/FStar.Constructive.fst",
"git_rev": "10183ea187da8e8c426b799df6c825e24c0767d3",
"git_url": "https://github.com/FStarLang/FStar.git",
"project_name": "FStar"
} | {
"end_col": 51,
"end_line": 49,
"start_col": 0,
"start_line": 49
} | (*
Copyright 2008-2018 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module FStar.Constructive
type cand p1 p2 =
| Conj : h1:p1 -> h2:p2 -> cand p1 p2
type cor p1 p2 =
| IntroL : h:p1 -> cor p1 p2
| IntroR : h:p2 -> cor p1 p2
type cimp a b = a -> Tot b
type ciff a b = cand (cimp a b) (cimp b a)
noeq type cexists (#a:Type) (p:a -> Type) =
| ExIntro : x:a -> h:p x -> cexists p
// val ex_intro_x : #a:Type -> #p:(a -> Type) -> projectee:cexists p -> Tot a
// let ex_intro_x #a #p = function
// | ExIntro x _ -> x
type ceq (#a:Type) x : a -> Type =
| Refl : ceq #a x x
type ceq_type (a:Type) : Type -> Type =
| ReflType : ceq_type a a
val eq_ind : #a:Type -> x:a -> p:(a -> Type) -> f:p x -> y:a -> e:ceq x y -> Tot (p y)
let eq_ind #a x p f y _ = f
val ceq_eq : #a:Type{hasEq a} -> #x:a -> #y:a -> h:(ceq x y) -> Lemma (x = y)
let ceq_eq #a #x #y h = ()
val ceq_congruence : #a:Type -> #b:Type -> #x:a -> #y:a -> ceq x y -> | {
"checked_file": "/",
"dependencies": [
"prims.fst.checked",
"FStar.Pervasives.fsti.checked"
],
"interface_file": false,
"source_file": "FStar.Constructive.fst"
} | [
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | h: FStar.Constructive.ceq x y -> f: (_: a -> Prims.GTot b)
-> Prims.GTot (FStar.Constructive.ceq (f x) (f y)) | Prims.GTot | [
"sometrivial"
] | [] | [
"FStar.Constructive.ceq",
"FStar.Constructive.Refl"
] | [] | false | false | false | false | false | let ceq_congruence #a #b #x #y h f =
| Refl #_ #(f x) | false |
FStar.Constructive.fst | FStar.Constructive.ceq_symm | val ceq_symm : #a:Type -> #x:a -> #y:a -> ceq x y -> Tot (ceq y x) | val ceq_symm : #a:Type -> #x:a -> #y:a -> ceq x y -> Tot (ceq y x) | let ceq_symm #a #x #y h = Refl | {
"file_name": "ulib/legacy/FStar.Constructive.fst",
"git_rev": "10183ea187da8e8c426b799df6c825e24c0767d3",
"git_url": "https://github.com/FStarLang/FStar.git",
"project_name": "FStar"
} | {
"end_col": 30,
"end_line": 52,
"start_col": 0,
"start_line": 52
} | (*
Copyright 2008-2018 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module FStar.Constructive
type cand p1 p2 =
| Conj : h1:p1 -> h2:p2 -> cand p1 p2
type cor p1 p2 =
| IntroL : h:p1 -> cor p1 p2
| IntroR : h:p2 -> cor p1 p2
type cimp a b = a -> Tot b
type ciff a b = cand (cimp a b) (cimp b a)
noeq type cexists (#a:Type) (p:a -> Type) =
| ExIntro : x:a -> h:p x -> cexists p
// val ex_intro_x : #a:Type -> #p:(a -> Type) -> projectee:cexists p -> Tot a
// let ex_intro_x #a #p = function
// | ExIntro x _ -> x
type ceq (#a:Type) x : a -> Type =
| Refl : ceq #a x x
type ceq_type (a:Type) : Type -> Type =
| ReflType : ceq_type a a
val eq_ind : #a:Type -> x:a -> p:(a -> Type) -> f:p x -> y:a -> e:ceq x y -> Tot (p y)
let eq_ind #a x p f y _ = f
val ceq_eq : #a:Type{hasEq a} -> #x:a -> #y:a -> h:(ceq x y) -> Lemma (x = y)
let ceq_eq #a #x #y h = ()
val ceq_congruence : #a:Type -> #b:Type -> #x:a -> #y:a -> ceq x y ->
f:(a -> GTot b) -> GTot (ceq (f x) (f y))
let ceq_congruence #a #b #x #y h f = Refl #_ #(f x) //refuse to infer terms with non-Tot effect | {
"checked_file": "/",
"dependencies": [
"prims.fst.checked",
"FStar.Pervasives.fsti.checked"
],
"interface_file": false,
"source_file": "FStar.Constructive.fst"
} | [
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | h: FStar.Constructive.ceq x y -> FStar.Constructive.ceq y x | Prims.Tot | [
"total"
] | [] | [
"FStar.Constructive.ceq",
"FStar.Constructive.Refl"
] | [] | false | false | false | false | false | let ceq_symm #a #x #y h =
| Refl | false |
FStar.Constructive.fst | FStar.Constructive.cfalse_elim | val cfalse_elim : #a:Type -> cfalse -> Tot a | val cfalse_elim : #a:Type -> cfalse -> Tot a | let cfalse_elim #a f = match f with | {
"file_name": "ulib/legacy/FStar.Constructive.fst",
"git_rev": "10183ea187da8e8c426b799df6c825e24c0767d3",
"git_url": "https://github.com/FStarLang/FStar.git",
"project_name": "FStar"
} | {
"end_col": 35,
"end_line": 64,
"start_col": 0,
"start_line": 64
} | (*
Copyright 2008-2018 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module FStar.Constructive
type cand p1 p2 =
| Conj : h1:p1 -> h2:p2 -> cand p1 p2
type cor p1 p2 =
| IntroL : h:p1 -> cor p1 p2
| IntroR : h:p2 -> cor p1 p2
type cimp a b = a -> Tot b
type ciff a b = cand (cimp a b) (cimp b a)
noeq type cexists (#a:Type) (p:a -> Type) =
| ExIntro : x:a -> h:p x -> cexists p
// val ex_intro_x : #a:Type -> #p:(a -> Type) -> projectee:cexists p -> Tot a
// let ex_intro_x #a #p = function
// | ExIntro x _ -> x
type ceq (#a:Type) x : a -> Type =
| Refl : ceq #a x x
type ceq_type (a:Type) : Type -> Type =
| ReflType : ceq_type a a
val eq_ind : #a:Type -> x:a -> p:(a -> Type) -> f:p x -> y:a -> e:ceq x y -> Tot (p y)
let eq_ind #a x p f y _ = f
val ceq_eq : #a:Type{hasEq a} -> #x:a -> #y:a -> h:(ceq x y) -> Lemma (x = y)
let ceq_eq #a #x #y h = ()
val ceq_congruence : #a:Type -> #b:Type -> #x:a -> #y:a -> ceq x y ->
f:(a -> GTot b) -> GTot (ceq (f x) (f y))
let ceq_congruence #a #b #x #y h f = Refl #_ #(f x) //refuse to infer terms with non-Tot effect
val ceq_symm : #a:Type -> #x:a -> #y:a -> ceq x y -> Tot (ceq y x)
let ceq_symm #a #x #y h = Refl
val ceq_trans : #a:Type -> #x:a -> #y:a -> #z:a -> ceq x y -> ceq y z -> Tot (ceq x z)
let ceq_trans #a #x #y #z hxy hyz = Refl
type ctrue =
| I : ctrue
(* hopefully this is an empty type *)
type cfalse : Type = | {
"checked_file": "/",
"dependencies": [
"prims.fst.checked",
"FStar.Pervasives.fsti.checked"
],
"interface_file": false,
"source_file": "FStar.Constructive.fst"
} | [
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | f: FStar.Constructive.cfalse -> a | Prims.Tot | [
"total"
] | [] | [
"FStar.Constructive.cfalse"
] | [] | false | false | false | true | false | let cfalse_elim #a f =
| match f with | false |
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.neutral_lid | val neutral_lid : Prims.list Prims.string | let neutral_lid = mk_observability_lid "Neutral" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 48,
"end_line": 756,
"start_col": 0,
"start_line": 756
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array"
let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_array_length (a:R.term) (arr:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit))
let mk_array_pts_to (a:R.term) (arr:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (arr, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
// let mk_array_is_full (a:R.term) (arr:R.term) : R.term =
// let open R in
// let t = pack_ln (Tv_FVar (pack_fv array_is_full_lid)) in
// let t = pack_ln (Tv_App t (a, Q_Implicit)) in
// pack_ln (Tv_App t (arr, Q_Explicit))
let mk_seq (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_lid) [u]) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_seq_create (u:R.universe) (a:R.term) (len:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_create_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let mk_withlocalarray (ret_u:R.universe) (a init len pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_array_core_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
let mk_szv (n:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv szv_lid)) in
pack_ln (Tv_App t (n, Q_Explicit))
let mk_opaque_let (g:R.env) (nm:string) (tm:Ghost.erased R.term) (ty:R.typ{RT.typing g tm (T.E_Total, ty)}) : T.Tac (RT.sigelt_for g) =
let fv = R.pack_fv (T.cur_module () @ [nm]) in
let lb = R.pack_lb ({ lb_fv = fv; lb_us = []; lb_typ = ty; lb_def = (`_) }) in
let se = R.pack_sigelt (R.Sg_Let false [lb]) in
let pf : RT.sigelt_typing g se =
RT.ST_Let_Opaque g fv ty ()
in
(true, se, None)
let mk_mem_inv (invP inames inv:R.term) : R.term =
let mem_inv_tm = mk_pulse_lib_core_lid "mem_inv" in
let t = R.pack_ln (R.Tv_FVar (R.pack_fv mem_inv_tm)) in
R.mk_app t [ im invP; ex inames; ex inv ]
let inv_disjointness_goal (inv_p:T.term) (inames:T.term) (inv:T.term)
: R.term
= let p = mk_mem_inv inv_p inames inv in
let u0 = R.pack_universe R.Uv_Zero in
let p = mk_reveal u0 bool_tm p in
mk_eq2 u0 bool_tm (`false) p
let mk_observability_lid l = ["PulseCore"; "Observability"; l]
let observable_lid = mk_observability_lid "Observable" | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_observability_lid"
] | [] | false | false | false | true | false | let neutral_lid =
| mk_observability_lid "Neutral" | false |
|
Vale.X64.Memory.fsti | Vale.X64.Memory.vale_heap | val vale_heap : Type | let vale_heap = vale_heap | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 32,
"end_line": 9,
"start_col": 7,
"start_line": 9
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16 | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Type | Prims.Tot | [
"total"
] | [] | [
"Vale.Arch.HeapImpl.vale_heap"
] | [] | false | false | false | true | true | let vale_heap =
| vale_heap | false |
|
Pulse.Reflection.Util.fst | Pulse.Reflection.Util.observable_lid | val observable_lid : Prims.list Prims.string | let observable_lid = mk_observability_lid "Observable" | {
"file_name": "lib/steel/pulse/Pulse.Reflection.Util.fst",
"git_rev": "f984200f79bdc452374ae994a5ca837496476c41",
"git_url": "https://github.com/FStarLang/steel.git",
"project_name": "steel"
} | {
"end_col": 54,
"end_line": 754,
"start_col": 0,
"start_line": 754
} | (*
Copyright 2023 Microsoft Research
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*)
module Pulse.Reflection.Util
module R = FStar.Reflection.V2
module T = FStar.Tactics.V2
module RT = FStar.Reflection.Typing
module RU = Pulse.RuntimeUtils
open FStar.List.Tot
let u_two = RT.(u_succ (u_succ u_zero))
let u_max_two u = (RT.u_max u_two u)
let pulse_lib_core = ["Pulse"; "Lib"; "Core"]
let mk_pulse_lib_core_lid s = pulse_lib_core@[s]
let tun = R.pack_ln R.Tv_Unknown
let unit_lid = R.unit_lid
let bool_lid = R.bool_lid
let int_lid = R.int_lid
let erased_lid = ["FStar"; "Ghost"; "erased"]
let hide_lid = ["FStar"; "Ghost"; "hide"]
let reveal_lid = ["FStar"; "Ghost"; "reveal"]
let vprop_lid = mk_pulse_lib_core_lid "vprop"
let vprop_fv = R.pack_fv vprop_lid
let vprop_tm = R.pack_ln (R.Tv_FVar vprop_fv)
let unit_fv = R.pack_fv unit_lid
let unit_tm = R.pack_ln (R.Tv_FVar unit_fv)
let bool_fv = R.pack_fv bool_lid
let bool_tm = R.pack_ln (R.Tv_FVar bool_fv)
let nat_lid = ["Prims"; "nat"]
let nat_fv = R.pack_fv nat_lid
let nat_tm = R.pack_ln (R.Tv_FVar nat_fv)
let szt_lid = ["FStar"; "SizeT"; "t"]
let szt_fv = R.pack_fv szt_lid
let szt_tm = R.pack_ln (R.Tv_FVar szt_fv)
let szv_lid = ["FStar"; "SizeT"; "v"]
let szv_fv = R.pack_fv szv_lid
let szv_tm = R.pack_ln (R.Tv_FVar szv_fv)
let seq_lid = ["FStar"; "Seq"; "Base"; "seq"]
let seq_create_lid = ["FStar"; "Seq"; "Base"; "create"]
let tot_lid = ["Prims"; "Tot"]
(* The "plicities" *)
let ex t : R.argv = (t, R.Q_Explicit)
let im t : R.argv = (t, R.Q_Implicit)
let tuple2_lid = ["FStar"; "Pervasives"; "Native"; "tuple2"]
let fst_lid = ["FStar"; "Pervasives"; "Native"; "fst"]
let snd_lid = ["FStar"; "Pervasives"; "Native"; "snd"]
let mk_tuple2 (u1 u2:R.universe) (a1 a2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv tuple2_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Explicit)) in
pack_ln (Tv_App t (a2, Q_Explicit))
let mk_fst (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv fst_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let mk_snd (u1 u2:R.universe) (a1 a2 e:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv snd_lid) [u1; u2]) in
let t = pack_ln (Tv_App t (a1, Q_Implicit)) in
let t = pack_ln (Tv_App t (a2, Q_Implicit)) in
pack_ln (Tv_App t (e, Q_Explicit))
let true_tm = R.pack_ln (R.Tv_Const (R.C_True))
let false_tm = R.pack_ln (R.Tv_Const (R.C_False))
let inv_lid = mk_pulse_lib_core_lid "inv"
let emp_lid = mk_pulse_lib_core_lid "emp"
let inames_lid = mk_pulse_lib_core_lid "inames"
let star_lid = mk_pulse_lib_core_lid "op_Star_Star"
let mk_star (l r:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv star_lid)) in
let t = pack_ln (Tv_App t (l, Q_Explicit)) in
pack_ln (Tv_App t (r, Q_Explicit))
let pure_lid = mk_pulse_lib_core_lid "pure"
let exists_lid = mk_pulse_lib_core_lid "op_exists_Star"
let pulse_lib_forall = ["Pulse"; "Lib"; "Forall"]
let mk_pulse_lib_forall_lid s = pulse_lib_forall@[s]
let forall_lid = mk_pulse_lib_forall_lid "op_forall_Star"
let args_of (tms:list R.term) =
List.Tot.map (fun x -> x, R.Q_Explicit) tms
let mk_pure (p:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pure_lid)) in
pack_ln (Tv_App t (p, Q_Explicit))
let uzero = R.pack_universe (R.Uv_Zero)
let pulse_lib_reference = ["Pulse"; "Lib"; "Reference"]
let mk_pulse_lib_reference_lid s = pulse_lib_reference@[s]
let mk_squash (u:R.universe) (ty:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.squash_qn) [u]) in
pack_ln (Tv_App t (ty, Q_Explicit))
let mk_eq2 (u:R.universe) (ty e1 e2:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv R.eq2_qn) [u]) in
let t = pack_ln (Tv_App t (ty, Q_Implicit)) in
let t = pack_ln (Tv_App t (e1, Q_Explicit)) in
pack_ln (Tv_App t (e2, Q_Explicit))
let stt_admit_lid = mk_pulse_lib_core_lid "stt_admit"
let mk_stt_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_atomic_admit_lid = mk_pulse_lib_core_lid "stt_atomic_admit"
let mk_stt_atomic_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_atomic_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let stt_ghost_admit_lid = mk_pulse_lib_core_lid "stt_ghost_admit"
let mk_stt_ghost_admit (u:R.universe) (t pre post:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv stt_ghost_admit_lid) [u]) in
let t = pack_ln (Tv_App t (t, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Explicit)) in
pack_ln (Tv_App t (post, Q_Explicit))
let emp_inames_lid = mk_pulse_lib_core_lid "emp_inames"
let all_inames_lid = mk_pulse_lib_core_lid "all_inames"
let add_inv_lid = mk_pulse_lib_core_lid "add_inv"
let remove_inv_lid = mk_pulse_lib_core_lid "remove_inv"
let elim_pure_lid = mk_pulse_lib_core_lid "elim_pure"
//the thunked, value-type counterpart of the effect STT
let stt_lid = mk_pulse_lib_core_lid "stt"
let stt_fv = R.pack_fv stt_lid
let stt_tm = R.pack_ln (R.Tv_FVar stt_fv)
let mk_stt_comp (u:R.universe) (res pre post:R.term) : Tot R.term =
let t = R.pack_ln (R.Tv_UInst stt_fv [u]) in
let t = R.pack_ln (R.Tv_App t (res, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_atomic_lid = mk_pulse_lib_core_lid "stt_atomic"
let stt_atomic_fv = R.pack_fv stt_atomic_lid
let stt_atomic_tm = R.pack_ln (R.Tv_FVar stt_atomic_fv)
let stt_unobservable_lid = mk_pulse_lib_core_lid "stt_unobservable"
let stt_unobservable_fv = R.pack_fv stt_unobservable_lid
let stt_unobservable_tm = R.pack_ln (R.Tv_FVar stt_unobservable_fv)
let mk_stt_atomic_comp (obs:R.term) (u:R.universe) (a inames pre post:R.term) =
let head = stt_atomic_fv in
let t = R.pack_ln (R.Tv_UInst head [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (obs, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (inames, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let stt_ghost_lid = mk_pulse_lib_core_lid "stt_ghost"
let stt_ghost_fv = R.pack_fv stt_ghost_lid
let stt_ghost_tm = R.pack_ln (R.Tv_FVar stt_ghost_fv)
let mk_stt_ghost_comp (u:R.universe) (a pre post:R.term) =
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_comp_post_equiv (g:R.env) (u:R.universe) (a pre post1 post2:R.term)
(posts_equiv:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u a pre post1)
(mk_stt_ghost_comp u a pre post2) =
let open R in
let open RT in
let t = R.pack_ln (R.Tv_UInst stt_ghost_fv [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (pre, R.Q_Explicit)) in
Rel_ctxt g post1 post2
(Ctxt_app_arg t Q_Explicit Ctxt_hole)
posts_equiv
let mk_total t = R.C_Total t
let mk_ghost t = R.C_GTotal t
let binder_of_t_q t q = RT.binder_of_t_q t q
let binder_of_t_q_s (t:R.term) (q:R.aqualv) (s:RT.pp_name_t) = RT.mk_binder s t q
let bound_var i : R.term = RT.bound_var i
let mk_name i : R.term = R.pack_ln (R.Tv_Var (R.pack_namedv (RT.make_namedv i)))
let arrow_dom = (R.term & R.aqualv)
let mk_arrow (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q ty q) (R.pack_comp (mk_total out)))
let mk_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_total out)))
let mk_ghost_arrow_with_name (s:RT.pp_name_t) (f:arrow_dom) (out:R.term) : R.term =
let ty, q = f in
R.pack_ln (R.Tv_Arrow (binder_of_t_q_s ty q s) (R.pack_comp (mk_ghost out)))
let mk_abs ty qual t : R.term = RT.mk_abs ty qual t
let mk_abs_with_name s ty qual t : R.term = R.pack_ln (R.Tv_Abs (binder_of_t_q_s ty qual s) t)
let mk_abs_with_name_and_range s r ty qual t : R.term =
let b = (binder_of_t_q_s ty qual s) in
let b = RU.binder_set_range b r in
R.pack_ln (R.Tv_Abs b t)
let mk_erased (u:R.universe) (t:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv erased_lid) [u]) in
R.pack_ln (R.Tv_App hd (t, R.Q_Explicit))
let mk_reveal (u:R.universe) (t:R.term) (e:R.term) : R.term =
let hd = R.pack_ln (R.Tv_UInst (R.pack_fv reveal_lid) [u]) in
let hd = R.pack_ln (R.Tv_App hd (t, R.Q_Implicit)) in
R.pack_ln (R.Tv_App hd (e, R.Q_Explicit))
let elim_exists_lid = mk_pulse_lib_core_lid "elim_exists"
let intro_exists_lid = mk_pulse_lib_core_lid "intro_exists"
let intro_exists_erased_lid = mk_pulse_lib_core_lid "intro_exists_erased"
let mk_exists (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_forall (u:R.universe) (a p:R.term) =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv forall_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_elim_exists (u:R.universe) (a p:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv elim_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
R.pack_ln (R.Tv_App t (p, R.Q_Explicit))
let mk_intro_exists (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let mk_intro_exists_erased (u:R.universe) (a p:R.term) (e:R.term) : R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv intro_exists_erased_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (a, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (p, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (e, R.Q_Explicit))
let while_lid = ["Pulse"; "Lib"; "WhileLoop"; "while_loop"]
let mk_while (inv cond body:R.term) : R.term =
let t = R.pack_ln (R.Tv_FVar (R.pack_fv while_lid)) in
let t = R.pack_ln (R.Tv_App t (inv, R.Q_Explicit)) in
let t = R.pack_ln (R.Tv_App t (cond, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (body, R.Q_Explicit))
let vprop_eq_tm t1 t2 =
let open R in
let u2 =
pack_universe (Uv_Succ (pack_universe (Uv_Succ (pack_universe Uv_Zero)))) in
let t = pack_ln (Tv_UInst (pack_fv eq2_qn) [u2]) in
let t = pack_ln (Tv_App t (pack_ln (Tv_FVar (pack_fv vprop_lid)), Q_Implicit)) in
let t = pack_ln (Tv_App t (t1, Q_Explicit)) in
let t = pack_ln (Tv_App t (t2, Q_Explicit)) in
t
let emp_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv emp_inames_lid))
let all_inames_tm : R.term = R.pack_ln (R.Tv_FVar (R.pack_fv all_inames_lid))
let add_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv add_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let remove_inv_tm (p is i : R.term) : R.term =
let h = R.pack_ln (R.Tv_FVar (R.pack_fv remove_inv_lid)) in
R.mk_app h [im p; ex is; ex i]
let non_informative_witness_lid = mk_pulse_lib_core_lid "non_informative_witness"
let non_informative_witness_rt (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (pack_fv non_informative_witness_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Explicit)) in
t
let stt_vprop_equiv_fv =
R.pack_fv (mk_pulse_lib_core_lid "vprop_equiv")
let stt_vprop_equiv_tm =
R.pack_ln (R.Tv_FVar stt_vprop_equiv_fv)
let stt_vprop_equiv (t1 t2:R.term) =
let open R in
let t = pack_ln (Tv_App stt_vprop_equiv_tm (t1, Q_Explicit)) in
pack_ln (Tv_App t (t2, Q_Explicit))
let return_stt_lid = mk_pulse_lib_core_lid "return_stt"
let return_stt_noeq_lid = mk_pulse_lib_core_lid "return"
let return_stt_atomic_lid = mk_pulse_lib_core_lid "return_stt_atomic"
let return_stt_atomic_noeq_lid = mk_pulse_lib_core_lid "return_stt_atomic_noeq"
let return_stt_ghost_lid = mk_pulse_lib_core_lid "return_stt_ghost"
let return_stt_ghost_noeq_lid = mk_pulse_lib_core_lid "return_stt_ghost_noeq"
let mk_stt_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_atomic_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_atomic_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
let mk_stt_ghost_return_noeq (u:R.universe) (ty:R.term) (t:R.term) (post:R.term)
: R.term =
let t = R.pack_ln (R.Tv_UInst (R.pack_fv return_stt_ghost_noeq_lid) [u]) in
let t = R.pack_ln (R.Tv_App t (ty, R.Q_Implicit)) in
let t = R.pack_ln (R.Tv_App t (t, R.Q_Explicit)) in
R.pack_ln (R.Tv_App t (post, R.Q_Explicit))
// Wrapper.lift_stt_atomic<u> #a #pre #post e
let mk_lift_atomic_stt (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_stt_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_lift_ghost_neutral (u:R.universe) (a pre post e reveal_a:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_ghost_neutral" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
pack_ln (R.Tv_App t (reveal_a, Q_Explicit))
let mk_lift_neutral_ghost (u:R.universe) (a pre post e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_neutral_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e, Q_Explicit)) in
t
let mk_lift_observability (u:R.universe) (a o1 o2 opened pre post e : R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "lift_observablility" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (o2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.bind_stt<u1, u2> #a #b #pre1 #post1 #post2 e1 e2
let mk_bind_stt
(u1 u2:R.universe)
(ty1 ty2:R.term)
(pre1 post1: R.term)
(post2: R.term)
(t1 t2:R.term)
: R.term
= let bind_lid = mk_pulse_lib_core_lid "bind_stt" in
let head = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head
[(ty1, R.Q_Implicit)])
[(ty2, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Implicit)])
[(t1, R.Q_Explicit)])
[(t2, R.Q_Explicit)]
let mk_bind_ghost
(u1 u2:R.universe)
(a b pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_ghost" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
let mk_bind_atomic
(u1 u2:R.universe)
(a b obs1 obs2 opens pre1 post1 post2 e1 e2:R.term) =
let open R in
let bind_lid = mk_pulse_lib_core_lid "bind_atomic" in
let t = R.pack_ln (R.Tv_UInst (R.pack_fv bind_lid) [u1;u2]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (b, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (obs2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opens, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (e1, Q_Explicit)) in
pack_ln (R.Tv_App t (e2, Q_Explicit))
// Wrapper.frame_stt<u> #ty #pre #post frame t
let mk_frame_stt
(u:R.universe)
(ty:R.term)
(pre: R.term)
(post: R.term)
(frame: R.term)
(t:R.term)
: R.term
= let frame_lid = mk_pulse_lib_core_lid "frame_stt" in
let frame_fv = R.pack_fv frame_lid in
let frame_univ_inst u = R.pack_ln (R.Tv_UInst (R.pack_fv frame_lid) [u]) in
let head = frame_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre, R.Q_Implicit)])
[(post, R.Q_Implicit)])
[(frame, R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.frame_stt_atomic<u> #a #opened #pre #post frame e
let mk_frame_stt_atomic (u:R.universe) (a opened pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.frame_stt_ghost<u> #a #opened #pre #post frame e
let mk_frame_stt_ghost (u:R.universe) (a pre post frame e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "frame_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (frame, Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
// Wrapper.sub_stt<u> #ty #pre1 pre2 #post1 post2 () () e
let mk_sub_stt
(u:R.universe)
(ty:R.term)
(pre1 pre2: R.term)
(post1 post2: R.term)
(t:R.term)
: R.term
= let subsumption_lid = mk_pulse_lib_core_lid "sub_stt" in
let subsumption_fv = R.pack_fv subsumption_lid in
let subsumption_univ_inst u = R.pack_ln (R.Tv_UInst subsumption_fv [u]) in
let head = subsumption_univ_inst u in
R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app
(R.mk_app head [(ty, R.Q_Implicit)])
[(pre1, R.Q_Implicit)])
[(pre2, R.Q_Explicit)])
[(post1, R.Q_Implicit)])
[(post2, R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(`(), R.Q_Explicit)])
[(t, R.Q_Explicit)]
// Wrapper.sub_stt_atomic<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_atomic (u:R.universe) (a opened pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_atomic" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (opened, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_sub_inv_atomic (u:R.universe) (a pre post opens1 opens2 e : R.term) : R.term =
let open R in
let lid = mk_pulse_lib_core_lid "sub_invs_atomic" in
let head : R.term = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
R.mk_app head
[(a, Q_Implicit);
(opens1, Q_Implicit);
(opens2, Q_Implicit);
(pre, Q_Implicit);
(post, Q_Implicit);
(e, Q_Explicit)]
// Wrapper.sub_stt_ghost<u> #a #opened #pre1 pre2 #post1 post2 () () e
let mk_sub_stt_ghost (u:R.universe) (a pre1 pre2 post1 post2 e:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "sub_ghost" in
let t = pack_ln (R.Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (R.Tv_App t (a, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (pre2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (post1, Q_Implicit)) in
let t = pack_ln (R.Tv_App t (post2, Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
let t = pack_ln (R.Tv_App t (`(), Q_Explicit)) in
pack_ln (R.Tv_App t (e, Q_Explicit))
let mk_par (u:R.universe) (aL aR preL postL preR postR eL eR:R.term) =
let open R in
let lid = mk_pulse_lib_core_lid "par_stt" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [u]) in
let t = pack_ln (Tv_App t (aL, Q_Implicit)) in
let t = pack_ln (Tv_App t (aR, Q_Implicit)) in
let t = pack_ln (Tv_App t (preL, Q_Implicit)) in
let t = pack_ln (Tv_App t (postL, Q_Implicit)) in
let t = pack_ln (Tv_App t (preR, Q_Implicit)) in
let t = pack_ln (Tv_App t (postR, Q_Implicit)) in
let t = pack_ln (Tv_App t (eL, Q_Explicit)) in
pack_ln (Tv_App t (eR, Q_Explicit))
let mk_rewrite (p q:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv (mk_pulse_lib_core_lid "rewrite"))) in
let t = pack_ln (Tv_App t (p, Q_Explicit)) in
let t = pack_ln (Tv_App t (q, Q_Explicit)) in
pack_ln (Tv_App t (`(), Q_Explicit))
let mk_withlocal (ret_u:R.universe) (a init pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_reference_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
///// Utils to derive equiv for common constructs /////
let mk_star_equiv (g:R.env) (t1 t2 t3 t4:R.term)
(eq1:RT.equiv g t1 t3)
(eq2:RT.equiv g t2 t4)
: RT.equiv g (mk_star t1 t2) (mk_star t3 t4) =
admit ()
let mk_stt_comp_equiv (g:R.env) (u:R.universe) (res1 pre1 post1 res2 pre2 post2:R.term)
(res_eq: RT.equiv g res1 res2)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_comp u res1 pre1 post1)
(mk_stt_comp u res2 pre2 post2)
= admit ()
let mk_stt_atomic_comp_equiv (g:R.env) obs (u:R.universe) (res inames pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_atomic_comp obs u res inames pre1 post1)
(mk_stt_atomic_comp obs u res inames pre2 post2)
= admit ()
let mk_stt_ghost_comp_equiv (g:R.env) (u:R.universe) (res pre1 post1 pre2 post2:R.term)
(pre_eq:RT.equiv g pre1 pre2)
(post_eq:RT.equiv g post1 post2)
: RT.equiv g (mk_stt_ghost_comp u res pre1 post1)
(mk_stt_ghost_comp u res pre2 post2)
= admit ()
let ref_lid = mk_pulse_lib_reference_lid "ref"
let pts_to_lid = mk_pulse_lib_reference_lid "pts_to"
let full_perm_lid = ["PulseCore"; "FractionalPermission"; "full_perm"]
let mk_ref (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv ref_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_pts_to (a:R.term) (r:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (r, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let full_perm_tm : R.term =
let open R in
pack_ln (Tv_FVar (pack_fv full_perm_lid))
let pulse_lib_array_core = ["Pulse"; "Lib"; "Array"; "Core"]
let mk_pulse_lib_array_core_lid s = pulse_lib_array_core @ [s]
let array_lid = mk_pulse_lib_array_core_lid "array"
let array_pts_to_lid = mk_pulse_lib_array_core_lid "pts_to"
let array_length_lid = mk_pulse_lib_array_core_lid "length"
let array_is_full_lid = mk_pulse_lib_array_core_lid "is_full_array"
let mk_array (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_lid)) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_array_length (a:R.term) (arr:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_length_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
pack_ln (Tv_App t (arr, Q_Explicit))
let mk_array_pts_to (a:R.term) (arr:R.term) (perm:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_FVar (pack_fv array_pts_to_lid)) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (arr, Q_Explicit)) in
let t = pack_ln (Tv_App t (perm, Q_Implicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
// let mk_array_is_full (a:R.term) (arr:R.term) : R.term =
// let open R in
// let t = pack_ln (Tv_FVar (pack_fv array_is_full_lid)) in
// let t = pack_ln (Tv_App t (a, Q_Implicit)) in
// pack_ln (Tv_App t (arr, Q_Explicit))
let mk_seq (u:R.universe) (a:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_lid) [u]) in
pack_ln (Tv_App t (a, Q_Explicit))
let mk_seq_create (u:R.universe) (a:R.term) (len:R.term) (v:R.term) : R.term =
let open R in
let t = pack_ln (Tv_UInst (R.pack_fv seq_create_lid) [u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
pack_ln (Tv_App t (v, Q_Explicit))
let mk_withlocalarray (ret_u:R.universe) (a init len pre ret_t post body:R.term) =
let open R in
let lid = mk_pulse_lib_array_core_lid "with_local" in
let t = pack_ln (Tv_UInst (R.pack_fv lid) [ret_u]) in
let t = pack_ln (Tv_App t (a, Q_Implicit)) in
let t = pack_ln (Tv_App t (init, Q_Explicit)) in
let t = pack_ln (Tv_App t (len, Q_Explicit)) in
let t = pack_ln (Tv_App t (pre, Q_Implicit)) in
let t = pack_ln (Tv_App t (ret_t, Q_Implicit)) in
let t = pack_ln (Tv_App t (post, Q_Implicit)) in
pack_ln (Tv_App t (body, Q_Explicit))
let mk_szv (n:R.term) =
let open R in
let t = pack_ln (Tv_FVar (pack_fv szv_lid)) in
pack_ln (Tv_App t (n, Q_Explicit))
let mk_opaque_let (g:R.env) (nm:string) (tm:Ghost.erased R.term) (ty:R.typ{RT.typing g tm (T.E_Total, ty)}) : T.Tac (RT.sigelt_for g) =
let fv = R.pack_fv (T.cur_module () @ [nm]) in
let lb = R.pack_lb ({ lb_fv = fv; lb_us = []; lb_typ = ty; lb_def = (`_) }) in
let se = R.pack_sigelt (R.Sg_Let false [lb]) in
let pf : RT.sigelt_typing g se =
RT.ST_Let_Opaque g fv ty ()
in
(true, se, None)
let mk_mem_inv (invP inames inv:R.term) : R.term =
let mem_inv_tm = mk_pulse_lib_core_lid "mem_inv" in
let t = R.pack_ln (R.Tv_FVar (R.pack_fv mem_inv_tm)) in
R.mk_app t [ im invP; ex inames; ex inv ]
let inv_disjointness_goal (inv_p:T.term) (inames:T.term) (inv:T.term)
: R.term
= let p = mk_mem_inv inv_p inames inv in
let u0 = R.pack_universe R.Uv_Zero in
let p = mk_reveal u0 bool_tm p in
mk_eq2 u0 bool_tm (`false) p | {
"checked_file": "/",
"dependencies": [
"Pulse.RuntimeUtils.fsti.checked",
"prims.fst.checked",
"FStar.Tactics.V2.fst.checked",
"FStar.Reflection.V2.fst.checked",
"FStar.Reflection.Typing.fsti.checked",
"FStar.Pervasives.Native.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.List.Tot.fst.checked",
"FStar.Ghost.fsti.checked"
],
"interface_file": false,
"source_file": "Pulse.Reflection.Util.fst"
} | [
{
"abbrev": false,
"full_module": "FStar.List.Tot",
"short_module": null
},
{
"abbrev": true,
"full_module": "Pulse.RuntimeUtils",
"short_module": "RU"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.Typing",
"short_module": "RT"
},
{
"abbrev": true,
"full_module": "FStar.Tactics.V2",
"short_module": "T"
},
{
"abbrev": true,
"full_module": "FStar.Reflection.V2",
"short_module": "R"
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "Pulse.Reflection",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 1,
"max_fuel": 8,
"max_ifuel": 2,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": false,
"smtencoding_l_arith_repr": "boxwrap",
"smtencoding_nl_arith_repr": "boxwrap",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": true,
"z3cliopt": [],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.list Prims.string | Prims.Tot | [
"total"
] | [] | [
"Pulse.Reflection.Util.mk_observability_lid"
] | [] | false | false | false | true | false | let observable_lid =
| mk_observability_lid "Observable" | false |
|
Vale.X64.Memory.fsti | Vale.X64.Memory.vale_full_heap | val vale_full_heap : Type | let vale_full_heap = vale_full_heap | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 42,
"end_line": 10,
"start_col": 7,
"start_line": 10
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16 | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Type | Prims.Tot | [
"total"
] | [] | [
"Vale.Arch.HeapImpl.vale_full_heap"
] | [] | false | false | false | true | true | let vale_full_heap =
| vale_full_heap | false |
|
Vale.X64.Memory.fsti | Vale.X64.Memory.set_vale_heap | val set_vale_heap (vfh: vale_full_heap) (vh: vale_heap) : vale_full_heap | val set_vale_heap (vfh: vale_full_heap) (vh: vale_heap) : vale_full_heap | let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh} | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 25,
"end_line": 18,
"start_col": 0,
"start_line": 17
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | vfh: Vale.X64.Memory.vale_full_heap -> vh: Vale.X64.Memory.vale_heap
-> Vale.X64.Memory.vale_full_heap | Prims.Tot | [
"total"
] | [] | [
"Vale.X64.Memory.vale_full_heap",
"Vale.X64.Memory.vale_heap",
"Vale.Arch.HeapImpl.Mkvale_full_heap",
"Vale.Arch.HeapImpl.__proj__Mkvale_full_heap__item__vf_layout",
"Vale.Arch.HeapImpl.__proj__Mkvale_full_heap__item__vf_heaplets"
] | [] | false | false | false | true | false | let set_vale_heap (vfh: vale_full_heap) (vh: vale_heap) : vale_full_heap =
| { vfh with vf_heap = vh } | false |
Vale.X64.Memory.fsti | Vale.X64.Memory.nat64 | val nat64 : Type0 | let nat64 = Vale.Def.Words_s.nat64 | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 41,
"end_line": 30,
"start_col": 7,
"start_line": 30
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id
unfold let nat8 = Vale.Def.Words_s.nat8
unfold let nat16 = Vale.Def.Words_s.nat16 | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Type0 | Prims.Tot | [
"total"
] | [] | [
"Vale.Def.Words_s.nat64"
] | [] | false | false | false | true | true | let nat64 =
| Vale.Def.Words_s.nat64 | false |
|
Vale.X64.Memory.fsti | Vale.X64.Memory.nat32 | val nat32 : Type0 | let nat32 = Vale.Def.Words_s.nat32 | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 41,
"end_line": 29,
"start_col": 7,
"start_line": 29
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id
unfold let nat8 = Vale.Def.Words_s.nat8 | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Type0 | Prims.Tot | [
"total"
] | [] | [
"Vale.Def.Words_s.nat32"
] | [] | false | false | false | true | true | let nat32 =
| Vale.Def.Words_s.nat32 | false |
|
Vale.X64.Memory.fsti | Vale.X64.Memory.get_vale_heap | val get_vale_heap (vhi: vale_full_heap) : vale_heap | val get_vale_heap (vhi: vale_full_heap) : vale_heap | let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 64,
"end_line": 14,
"start_col": 0,
"start_line": 14
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | vhi: Vale.X64.Memory.vale_full_heap -> Vale.X64.Memory.vale_heap | Prims.Tot | [
"total"
] | [] | [
"Vale.X64.Memory.vale_full_heap",
"Vale.Arch.HeapImpl.__proj__Mkvale_full_heap__item__vf_heap",
"Vale.X64.Memory.vale_heap"
] | [] | false | false | false | true | false | let get_vale_heap (vhi: vale_full_heap) : vale_heap =
| vhi.vf_heap | false |
Vale.X64.Memory.fsti | Vale.X64.Memory.valid_buffer_read | val valid_buffer_read (#t: base_typ) (h: vale_heap) (b: buffer t) (i: int) : prop0 | val valid_buffer_read (#t: base_typ) (h: vale_heap) (b: buffer t) (i: int) : prop0 | let valid_buffer_read (#t:base_typ) (h:vale_heap) (b:buffer t) (i:int) : prop0 =
0 <= i /\ i < buffer_length b /\ buffer_readable h b | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 54,
"end_line": 61,
"start_col": 0,
"start_line": 60
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id
unfold let nat8 = Vale.Def.Words_s.nat8
unfold let nat16 = Vale.Def.Words_s.nat16
unfold let nat32 = Vale.Def.Words_s.nat32
unfold let nat64 = Vale.Def.Words_s.nat64
unfold let quad32 = Vale.Def.Types_s.quad32
let base_typ_as_vale_type (t:base_typ) : Tot eqtype =
match t with
| TUInt8 -> nat8
| TUInt16 -> nat16
| TUInt32 -> nat32
| TUInt64 -> nat64
| TUInt128 -> quad32
let scale_by (scale index:int) : int = scale * index
unfold let scale2 (index:int) : int = scale_by 2 index
unfold let scale4 (index:int) : int = scale_by 4 index
unfold let scale8 (index:int) : int = scale_by 8 index
unfold let scale16 (index:int) : int = scale_by 16 index
unfold let buffer (t:base_typ) : Type0 = Vale.Arch.HeapImpl.buffer t
val buffer_as_seq (#t:base_typ) (h:vale_heap) (b:buffer t) : GTot (Seq.seq (base_typ_as_vale_type t))
val buffer_readable (#t:base_typ) (h:vale_heap) (b:buffer t) : GTot prop0
val buffer_writeable (#t:base_typ) (b:buffer t) : GTot prop0
val buffer_length (#t:base_typ) (b:buffer t) : GTot nat
val loc : Type u#0
val loc_none : loc
val loc_union (s1 s2:loc) : GTot loc
val loc_buffer (#t:base_typ) (b:buffer t) : GTot loc
val loc_disjoint (s1 s2:loc) : GTot prop0
val loc_includes (s1 s2:loc) : GTot prop0
val modifies (s:loc) (h1 h2:vale_heap) : GTot prop0 | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | h: Vale.X64.Memory.vale_heap -> b: Vale.X64.Memory.buffer t -> i: Prims.int -> Vale.Def.Prop_s.prop0 | Prims.Tot | [
"total"
] | [] | [
"Vale.Arch.HeapTypes_s.base_typ",
"Vale.X64.Memory.vale_heap",
"Vale.X64.Memory.buffer",
"Prims.int",
"Prims.l_and",
"Prims.b2t",
"Prims.op_LessThanOrEqual",
"Prims.op_LessThan",
"Vale.X64.Memory.buffer_length",
"Vale.X64.Memory.buffer_readable",
"Vale.Def.Prop_s.prop0"
] | [] | false | false | false | false | false | let valid_buffer_read (#t: base_typ) (h: vale_heap) (b: buffer t) (i: int) : prop0 =
| 0 <= i /\ i < buffer_length b /\ buffer_readable h b | false |
Vale.X64.Memory.fsti | Vale.X64.Memory.buffer | val buffer (t: base_typ) : Type0 | val buffer (t: base_typ) : Type0 | let buffer (t:base_typ) : Type0 = Vale.Arch.HeapImpl.buffer t | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 68,
"end_line": 47,
"start_col": 7,
"start_line": 47
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id
unfold let nat8 = Vale.Def.Words_s.nat8
unfold let nat16 = Vale.Def.Words_s.nat16
unfold let nat32 = Vale.Def.Words_s.nat32
unfold let nat64 = Vale.Def.Words_s.nat64
unfold let quad32 = Vale.Def.Types_s.quad32
let base_typ_as_vale_type (t:base_typ) : Tot eqtype =
match t with
| TUInt8 -> nat8
| TUInt16 -> nat16
| TUInt32 -> nat32
| TUInt64 -> nat64
| TUInt128 -> quad32
let scale_by (scale index:int) : int = scale * index
unfold let scale2 (index:int) : int = scale_by 2 index
unfold let scale4 (index:int) : int = scale_by 4 index
unfold let scale8 (index:int) : int = scale_by 8 index
unfold let scale16 (index:int) : int = scale_by 16 index | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | t: Vale.Arch.HeapTypes_s.base_typ -> Type0 | Prims.Tot | [
"total"
] | [] | [
"Vale.Arch.HeapTypes_s.base_typ",
"Vale.Arch.HeapImpl.buffer"
] | [] | false | false | false | true | true | let buffer (t: base_typ) : Type0 =
| Vale.Arch.HeapImpl.buffer t | false |
Vale.X64.Memory.fsti | Vale.X64.Memory.scale4 | val scale4 (index: int) : int | val scale4 (index: int) : int | let scale4 (index:int) : int = scale_by 4 index | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 54,
"end_line": 43,
"start_col": 7,
"start_line": 43
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id
unfold let nat8 = Vale.Def.Words_s.nat8
unfold let nat16 = Vale.Def.Words_s.nat16
unfold let nat32 = Vale.Def.Words_s.nat32
unfold let nat64 = Vale.Def.Words_s.nat64
unfold let quad32 = Vale.Def.Types_s.quad32
let base_typ_as_vale_type (t:base_typ) : Tot eqtype =
match t with
| TUInt8 -> nat8
| TUInt16 -> nat16
| TUInt32 -> nat32
| TUInt64 -> nat64
| TUInt128 -> quad32
let scale_by (scale index:int) : int = scale * index | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | index: Prims.int -> Prims.int | Prims.Tot | [
"total"
] | [] | [
"Prims.int",
"Vale.X64.Memory.scale_by"
] | [] | false | false | false | true | false | let scale4 (index: int) : int =
| scale_by 4 index | false |
Vale.X64.Memory.fsti | Vale.X64.Memory.vale_full_heap_equal | val vale_full_heap_equal : h1: Vale.X64.Memory.vale_full_heap -> h2: Vale.X64.Memory.vale_full_heap -> Prims.logical | let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 43,
"end_line": 23,
"start_col": 0,
"start_line": 20
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh} | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | h1: Vale.X64.Memory.vale_full_heap -> h2: Vale.X64.Memory.vale_full_heap -> Prims.logical | Prims.Tot | [
"total"
] | [] | [
"Vale.X64.Memory.vale_full_heap",
"Prims.l_and",
"Prims.eq2",
"Vale.Arch.HeapImpl.vale_heap_layout",
"Vale.Arch.HeapImpl.__proj__Mkvale_full_heap__item__vf_layout",
"Vale.Arch.HeapImpl.vale_heap",
"Vale.Arch.HeapImpl.__proj__Mkvale_full_heap__item__vf_heap",
"Vale.Lib.Map16.equal",
"Vale.Arch.HeapImpl.__proj__Mkvale_full_heap__item__vf_heaplets",
"Prims.logical"
] | [] | false | false | false | true | true | let vale_full_heap_equal (h1 h2: vale_full_heap) =
| h1.vf_layout == h2.vf_layout /\ h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets | false |
|
Vale.X64.Memory.fsti | Vale.X64.Memory.scale8 | val scale8 (index: int) : int | val scale8 (index: int) : int | let scale8 (index:int) : int = scale_by 8 index | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 54,
"end_line": 44,
"start_col": 7,
"start_line": 44
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id
unfold let nat8 = Vale.Def.Words_s.nat8
unfold let nat16 = Vale.Def.Words_s.nat16
unfold let nat32 = Vale.Def.Words_s.nat32
unfold let nat64 = Vale.Def.Words_s.nat64
unfold let quad32 = Vale.Def.Types_s.quad32
let base_typ_as_vale_type (t:base_typ) : Tot eqtype =
match t with
| TUInt8 -> nat8
| TUInt16 -> nat16
| TUInt32 -> nat32
| TUInt64 -> nat64
| TUInt128 -> quad32
let scale_by (scale index:int) : int = scale * index
unfold let scale2 (index:int) : int = scale_by 2 index | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | index: Prims.int -> Prims.int | Prims.Tot | [
"total"
] | [] | [
"Prims.int",
"Vale.X64.Memory.scale_by"
] | [] | false | false | false | true | false | let scale8 (index: int) : int =
| scale_by 8 index | false |
Vale.X64.Memory.fsti | Vale.X64.Memory.heaplet_id | val heaplet_id : Type0 | let heaplet_id = heaplet_id | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 34,
"end_line": 11,
"start_col": 7,
"start_line": 11
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Type0 | Prims.Tot | [
"total"
] | [] | [
"Vale.Arch.HeapImpl.heaplet_id"
] | [] | false | false | false | true | true | let heaplet_id =
| heaplet_id | false |
|
Vale.X64.Memory.fsti | Vale.X64.Memory.vuint8 | val vuint8 : Vale.Arch.HeapTypes_s.base_typ | let vuint8 = TUInt8 | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 26,
"end_line": 67,
"start_col": 7,
"start_line": 67
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id
unfold let nat8 = Vale.Def.Words_s.nat8
unfold let nat16 = Vale.Def.Words_s.nat16
unfold let nat32 = Vale.Def.Words_s.nat32
unfold let nat64 = Vale.Def.Words_s.nat64
unfold let quad32 = Vale.Def.Types_s.quad32
let base_typ_as_vale_type (t:base_typ) : Tot eqtype =
match t with
| TUInt8 -> nat8
| TUInt16 -> nat16
| TUInt32 -> nat32
| TUInt64 -> nat64
| TUInt128 -> quad32
let scale_by (scale index:int) : int = scale * index
unfold let scale2 (index:int) : int = scale_by 2 index
unfold let scale4 (index:int) : int = scale_by 4 index
unfold let scale8 (index:int) : int = scale_by 8 index
unfold let scale16 (index:int) : int = scale_by 16 index
unfold let buffer (t:base_typ) : Type0 = Vale.Arch.HeapImpl.buffer t
val buffer_as_seq (#t:base_typ) (h:vale_heap) (b:buffer t) : GTot (Seq.seq (base_typ_as_vale_type t))
val buffer_readable (#t:base_typ) (h:vale_heap) (b:buffer t) : GTot prop0
val buffer_writeable (#t:base_typ) (b:buffer t) : GTot prop0
val buffer_length (#t:base_typ) (b:buffer t) : GTot nat
val loc : Type u#0
val loc_none : loc
val loc_union (s1 s2:loc) : GTot loc
val loc_buffer (#t:base_typ) (b:buffer t) : GTot loc
val loc_disjoint (s1 s2:loc) : GTot prop0
val loc_includes (s1 s2:loc) : GTot prop0
val modifies (s:loc) (h1 h2:vale_heap) : GTot prop0
let valid_buffer_read (#t:base_typ) (h:vale_heap) (b:buffer t) (i:int) : prop0 =
0 <= i /\ i < buffer_length b /\ buffer_readable h b
let valid_buffer_write (#t:base_typ) (h:vale_heap) (b:buffer t) (i:int) : prop0 =
valid_buffer_read h b i /\ buffer_writeable b | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Vale.Arch.HeapTypes_s.base_typ | Prims.Tot | [
"total"
] | [] | [
"Vale.Arch.HeapTypes_s.TUInt8"
] | [] | false | false | false | true | false | let vuint8 =
| TUInt8 | false |
|
Vale.X64.Memory.fsti | Vale.X64.Memory.nat8 | val nat8 : Type0 | let nat8 = Vale.Def.Words_s.nat8 | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 39,
"end_line": 27,
"start_col": 7,
"start_line": 27
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Type0 | Prims.Tot | [
"total"
] | [] | [
"Vale.Def.Words_s.nat8"
] | [] | false | false | false | true | true | let nat8 =
| Vale.Def.Words_s.nat8 | false |
|
Vale.X64.Memory.fsti | Vale.X64.Memory.nat16 | val nat16 : Type0 | let nat16 = Vale.Def.Words_s.nat16 | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 41,
"end_line": 28,
"start_col": 7,
"start_line": 28
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Type0 | Prims.Tot | [
"total"
] | [] | [
"Vale.Def.Words_s.nat16"
] | [] | false | false | false | true | true | let nat16 =
| Vale.Def.Words_s.nat16 | false |
|
Vale.X64.Memory.fsti | Vale.X64.Memory.scale_by | val scale_by (scale index: int) : int | val scale_by (scale index: int) : int | let scale_by (scale index:int) : int = scale * index | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 52,
"end_line": 41,
"start_col": 0,
"start_line": 41
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id
unfold let nat8 = Vale.Def.Words_s.nat8
unfold let nat16 = Vale.Def.Words_s.nat16
unfold let nat32 = Vale.Def.Words_s.nat32
unfold let nat64 = Vale.Def.Words_s.nat64
unfold let quad32 = Vale.Def.Types_s.quad32
let base_typ_as_vale_type (t:base_typ) : Tot eqtype =
match t with
| TUInt8 -> nat8
| TUInt16 -> nat16
| TUInt32 -> nat32
| TUInt64 -> nat64
| TUInt128 -> quad32 | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | scale: Prims.int -> index: Prims.int -> Prims.int | Prims.Tot | [
"total"
] | [] | [
"Prims.int",
"FStar.Mul.op_Star"
] | [] | false | false | false | true | false | let scale_by (scale index: int) : int =
| scale * index | false |
Vale.X64.Memory.fsti | Vale.X64.Memory.valid_buffer_write | val valid_buffer_write (#t: base_typ) (h: vale_heap) (b: buffer t) (i: int) : prop0 | val valid_buffer_write (#t: base_typ) (h: vale_heap) (b: buffer t) (i: int) : prop0 | let valid_buffer_write (#t:base_typ) (h:vale_heap) (b:buffer t) (i:int) : prop0 =
valid_buffer_read h b i /\ buffer_writeable b | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 47,
"end_line": 64,
"start_col": 0,
"start_line": 63
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id
unfold let nat8 = Vale.Def.Words_s.nat8
unfold let nat16 = Vale.Def.Words_s.nat16
unfold let nat32 = Vale.Def.Words_s.nat32
unfold let nat64 = Vale.Def.Words_s.nat64
unfold let quad32 = Vale.Def.Types_s.quad32
let base_typ_as_vale_type (t:base_typ) : Tot eqtype =
match t with
| TUInt8 -> nat8
| TUInt16 -> nat16
| TUInt32 -> nat32
| TUInt64 -> nat64
| TUInt128 -> quad32
let scale_by (scale index:int) : int = scale * index
unfold let scale2 (index:int) : int = scale_by 2 index
unfold let scale4 (index:int) : int = scale_by 4 index
unfold let scale8 (index:int) : int = scale_by 8 index
unfold let scale16 (index:int) : int = scale_by 16 index
unfold let buffer (t:base_typ) : Type0 = Vale.Arch.HeapImpl.buffer t
val buffer_as_seq (#t:base_typ) (h:vale_heap) (b:buffer t) : GTot (Seq.seq (base_typ_as_vale_type t))
val buffer_readable (#t:base_typ) (h:vale_heap) (b:buffer t) : GTot prop0
val buffer_writeable (#t:base_typ) (b:buffer t) : GTot prop0
val buffer_length (#t:base_typ) (b:buffer t) : GTot nat
val loc : Type u#0
val loc_none : loc
val loc_union (s1 s2:loc) : GTot loc
val loc_buffer (#t:base_typ) (b:buffer t) : GTot loc
val loc_disjoint (s1 s2:loc) : GTot prop0
val loc_includes (s1 s2:loc) : GTot prop0
val modifies (s:loc) (h1 h2:vale_heap) : GTot prop0
let valid_buffer_read (#t:base_typ) (h:vale_heap) (b:buffer t) (i:int) : prop0 =
0 <= i /\ i < buffer_length b /\ buffer_readable h b | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | h: Vale.X64.Memory.vale_heap -> b: Vale.X64.Memory.buffer t -> i: Prims.int -> Vale.Def.Prop_s.prop0 | Prims.Tot | [
"total"
] | [] | [
"Vale.Arch.HeapTypes_s.base_typ",
"Vale.X64.Memory.vale_heap",
"Vale.X64.Memory.buffer",
"Prims.int",
"Prims.l_and",
"Vale.X64.Memory.valid_buffer_read",
"Vale.X64.Memory.buffer_writeable",
"Vale.Def.Prop_s.prop0"
] | [] | false | false | false | false | false | let valid_buffer_write (#t: base_typ) (h: vale_heap) (b: buffer t) (i: int) : prop0 =
| valid_buffer_read h b i /\ buffer_writeable b | false |
Vale.X64.Memory.fsti | Vale.X64.Memory.scale16 | val scale16 (index: int) : int | val scale16 (index: int) : int | let scale16 (index:int) : int = scale_by 16 index | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 56,
"end_line": 45,
"start_col": 7,
"start_line": 45
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id
unfold let nat8 = Vale.Def.Words_s.nat8
unfold let nat16 = Vale.Def.Words_s.nat16
unfold let nat32 = Vale.Def.Words_s.nat32
unfold let nat64 = Vale.Def.Words_s.nat64
unfold let quad32 = Vale.Def.Types_s.quad32
let base_typ_as_vale_type (t:base_typ) : Tot eqtype =
match t with
| TUInt8 -> nat8
| TUInt16 -> nat16
| TUInt32 -> nat32
| TUInt64 -> nat64
| TUInt128 -> quad32
let scale_by (scale index:int) : int = scale * index
unfold let scale2 (index:int) : int = scale_by 2 index
unfold let scale4 (index:int) : int = scale_by 4 index | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | index: Prims.int -> Prims.int | Prims.Tot | [
"total"
] | [] | [
"Prims.int",
"Vale.X64.Memory.scale_by"
] | [] | false | false | false | true | false | let scale16 (index: int) : int =
| scale_by 16 index | false |
Vale.X64.Memory.fsti | Vale.X64.Memory.quad32 | val quad32 : Prims.eqtype | let quad32 = Vale.Def.Types_s.quad32 | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 43,
"end_line": 31,
"start_col": 7,
"start_line": 31
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id
unfold let nat8 = Vale.Def.Words_s.nat8
unfold let nat16 = Vale.Def.Words_s.nat16
unfold let nat32 = Vale.Def.Words_s.nat32 | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Prims.eqtype | Prims.Tot | [
"total"
] | [] | [
"Vale.Def.Types_s.quad32"
] | [] | false | false | false | true | false | let quad32 =
| Vale.Def.Types_s.quad32 | false |
|
Vale.X64.Memory.fsti | Vale.X64.Memory.vuint16 | val vuint16 : Vale.Arch.HeapTypes_s.base_typ | let vuint16 = TUInt16 | {
"file_name": "vale/code/arch/x64/Vale.X64.Memory.fsti",
"git_rev": "eb1badfa34c70b0bbe0fe24fe0f49fb1295c7872",
"git_url": "https://github.com/project-everest/hacl-star.git",
"project_name": "hacl-star"
} | {
"end_col": 28,
"end_line": 68,
"start_col": 7,
"start_line": 68
} | module Vale.X64.Memory
include Vale.Arch.HeapTypes_s
open FStar.Mul
open Vale.Def.Prop_s
open Vale.X64.Machine_s
open Vale.Arch.HeapImpl
module Map16 = Vale.Lib.Map16
unfold let vale_heap = vale_heap
unfold let vale_full_heap = vale_full_heap
unfold let heaplet_id = heaplet_id
[@va_qattr]
let get_vale_heap (vhi:vale_full_heap) : vale_heap = vhi.vf_heap
[@va_qattr]
let set_vale_heap (vfh:vale_full_heap) (vh:vale_heap) : vale_full_heap =
{vfh with vf_heap = vh}
let vale_full_heap_equal (h1 h2:vale_full_heap) =
h1.vf_layout == h2.vf_layout /\
h1.vf_heap == h2.vf_heap /\
Map16.equal h1.vf_heaplets h2.vf_heaplets
val get_heaplet_id (h:vale_heap) : option heaplet_id
unfold let nat8 = Vale.Def.Words_s.nat8
unfold let nat16 = Vale.Def.Words_s.nat16
unfold let nat32 = Vale.Def.Words_s.nat32
unfold let nat64 = Vale.Def.Words_s.nat64
unfold let quad32 = Vale.Def.Types_s.quad32
let base_typ_as_vale_type (t:base_typ) : Tot eqtype =
match t with
| TUInt8 -> nat8
| TUInt16 -> nat16
| TUInt32 -> nat32
| TUInt64 -> nat64
| TUInt128 -> quad32
let scale_by (scale index:int) : int = scale * index
unfold let scale2 (index:int) : int = scale_by 2 index
unfold let scale4 (index:int) : int = scale_by 4 index
unfold let scale8 (index:int) : int = scale_by 8 index
unfold let scale16 (index:int) : int = scale_by 16 index
unfold let buffer (t:base_typ) : Type0 = Vale.Arch.HeapImpl.buffer t
val buffer_as_seq (#t:base_typ) (h:vale_heap) (b:buffer t) : GTot (Seq.seq (base_typ_as_vale_type t))
val buffer_readable (#t:base_typ) (h:vale_heap) (b:buffer t) : GTot prop0
val buffer_writeable (#t:base_typ) (b:buffer t) : GTot prop0
val buffer_length (#t:base_typ) (b:buffer t) : GTot nat
val loc : Type u#0
val loc_none : loc
val loc_union (s1 s2:loc) : GTot loc
val loc_buffer (#t:base_typ) (b:buffer t) : GTot loc
val loc_disjoint (s1 s2:loc) : GTot prop0
val loc_includes (s1 s2:loc) : GTot prop0
val modifies (s:loc) (h1 h2:vale_heap) : GTot prop0
let valid_buffer_read (#t:base_typ) (h:vale_heap) (b:buffer t) (i:int) : prop0 =
0 <= i /\ i < buffer_length b /\ buffer_readable h b
let valid_buffer_write (#t:base_typ) (h:vale_heap) (b:buffer t) (i:int) : prop0 =
valid_buffer_read h b i /\ buffer_writeable b
// Named abbreviations for Vale type system: | {
"checked_file": "/",
"dependencies": [
"Vale.X64.Machine_s.fst.checked",
"Vale.Lib.Map16.fsti.checked",
"Vale.Def.Words_s.fsti.checked",
"Vale.Def.Types_s.fst.checked",
"Vale.Def.Prop_s.fst.checked",
"Vale.Arch.HeapTypes_s.fst.checked",
"Vale.Arch.HeapImpl.fsti.checked",
"prims.fst.checked",
"FStar.Seq.fst.checked",
"FStar.Pervasives.fsti.checked",
"FStar.Mul.fst.checked",
"FStar.Map.fsti.checked",
"FStar.BigOps.fsti.checked"
],
"interface_file": false,
"source_file": "Vale.X64.Memory.fsti"
} | [
{
"abbrev": true,
"full_module": "Vale.X64.Machine_Semantics_s",
"short_module": "S"
},
{
"abbrev": true,
"full_module": "FStar.Heap",
"short_module": "H"
},
{
"abbrev": false,
"full_module": "Vale.Lib.BufferViewHelpers",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Down",
"short_module": "DV"
},
{
"abbrev": true,
"full_module": "LowStar.BufferView.Up",
"short_module": "UV"
},
{
"abbrev": false,
"full_module": "LowStar.ModifiesPat",
"short_module": null
},
{
"abbrev": true,
"full_module": "LowStar.Modifies",
"short_module": "M"
},
{
"abbrev": true,
"full_module": "LowStar.Monotonic.Buffer",
"short_module": "MB"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack.ST",
"short_module": "HST"
},
{
"abbrev": true,
"full_module": "FStar.HyperStack",
"short_module": "HS"
},
{
"abbrev": true,
"full_module": "Vale.Interop",
"short_module": "I"
},
{
"abbrev": true,
"full_module": "Vale.Interop.Base",
"short_module": "IB"
},
{
"abbrev": false,
"full_module": "Vale.Interop.Base",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.Heap",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Opaque_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Interop.Types",
"short_module": null
},
{
"abbrev": true,
"full_module": "Vale.Lib.Map16",
"short_module": "Map16"
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapImpl",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64.Machine_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Def.Prop_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Mul",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.Arch.HeapTypes_s",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "Vale.X64",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar.Pervasives",
"short_module": null
},
{
"abbrev": false,
"full_module": "Prims",
"short_module": null
},
{
"abbrev": false,
"full_module": "FStar",
"short_module": null
}
] | {
"detail_errors": false,
"detail_hint_replay": false,
"initial_fuel": 2,
"initial_ifuel": 0,
"max_fuel": 1,
"max_ifuel": 1,
"no_plugins": false,
"no_smt": false,
"no_tactics": false,
"quake_hi": 1,
"quake_keep": false,
"quake_lo": 1,
"retry": false,
"reuse_hint_for": null,
"smtencoding_elim_box": true,
"smtencoding_l_arith_repr": "native",
"smtencoding_nl_arith_repr": "wrapped",
"smtencoding_valid_elim": false,
"smtencoding_valid_intro": true,
"tcnorm": true,
"trivial_pre_for_unannotated_effectful_fns": false,
"z3cliopt": [
"smt.arith.nl=false",
"smt.QI.EAGER_THRESHOLD=100",
"smt.CASE_SPLIT=3"
],
"z3refresh": false,
"z3rlimit": 5,
"z3rlimit_factor": 1,
"z3seed": 0,
"z3smtopt": [],
"z3version": "4.8.5"
} | false | Vale.Arch.HeapTypes_s.base_typ | Prims.Tot | [
"total"
] | [] | [
"Vale.Arch.HeapTypes_s.TUInt16"
] | [] | false | false | false | true | false | let vuint16 =
| TUInt16 | false |
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