;;; Continuation-passing style (CPS) intermediate language (IL) ;; Copyright (C) 2015-2021, 2023 Free Software Foundation, Inc. ;;;; This library is free software; you can redistribute it and/or ;;;; modify it under the terms of the GNU Lesser General Public ;;;; License as published by the Free Software Foundation; either ;;;; version 3 of the License, or (at your option) any later version. ;;;; ;;;; This library is distributed in the hope that it will be useful, ;;;; but WITHOUT ANY WARRANTY; without even the implied warranty of ;;;; MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU ;;;; Lesser General Public License for more details. ;;;; ;;;; You should have received a copy of the GNU Lesser General Public ;;;; License along with this library; if not, write to the Free Software ;;;; Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA ;;; Commentary: ;;; ;;; Some arithmetic operations have multiple implementations: one ;;; polymorphic implementation that works on all kinds of numbers, like ;;; `add', and one or more specialized variants for unboxed numbers of ;;; some kind, like `fadd'. If we can replace a polymorphic ;;; implementation with a monomorphic implementation, we should do so -- ;;; it will speed up the runtime and avoid boxing numbers. ;;; ;;; A polymorphic operation can be specialized if its result is ;;; specialized. To specialize an operation, we manually unbox its ;;; arguments and box its return value, relying on CSE to remove boxes ;;; where possible. ;;; ;;; We also want to specialize phi variables. A phi variable is bound ;;; by a continuation with more than one predecessor. For example in ;;; this code: ;;; ;;; (+ 1.0 (if a 2.0 3.0)) ;;; ;;; We want to specialize this code to: ;;; ;;; (f64->scm (fl+ (scm->f64 1.0) (if a (scm->f64 2.0) (scm->f64 3.0)))) ;;; ;;; Hopefully later passes will remove the conversions. In any case, ;;; specialization will likely result in a lower heap-number allocation ;;; rate, and that cost is higher than the extra opcodes to do ;;; conversions. This transformation is especially important for loop ;;; variables. ;;; ;;; Code: (define-module (language cps specialize-numbers) #:use-module (ice-9 match) #:use-module (srfi srfi-1) #:use-module (srfi srfi-11) #:use-module (system base target) #:use-module (language cps) #:use-module (language cps intmap) #:use-module (language cps intset) #:use-module (language cps renumber) #:use-module (language cps types) #:use-module (language cps utils) #:use-module (language cps with-cps) #:export (specialize-numbers)) ;; A note on how to represent unboxing and boxing operations. We want ;; to avoid diamond control flows here, like: ;; ;; s64 x = (if (fixnum? x*) (untag-fixnum x*) (untag-bignum x*)) ;; ;; The reason is that the strategy that this specialize-numbers pass ;; uses to unbox values is to reify unboxing and boxing conversions ;; around every newly reified unboxed operation; it then relies heavily ;; on DCE and CSE to remove redundant conversions. However DCE and CSE ;; really work best when there's a linear control flow, so instead we ;; use a mid-level primcall: ;; ;; (define (scm->s64 x*) ;; (if (fixnum? x*) (untag-fixnum x*) (untag-bignum x*))) ;; ;; Then, unless we know that we can reduce directly to `untag-fixnum`, ;; we do: ;; ;; s64 x = (scm->s64 x*) ;; ;; That way we keep DCE and CSE happy. We can inline scm->s64 at the ;; backend if we choose to (though we might choose to not do so, for ;; code size reasons). (define (simple-primcall cps k src op arg) (with-cps cps (build-term ($continue k src ($primcall op #f (arg)))))) (define-syntax-rule (define-simple-primcall name) (define (name cps k src arg) (simple-primcall cps k src 'name arg))) (define-simple-primcall untag-fixnum) (define-simple-primcall scm->s64) (define-simple-primcall tag-fixnum) (define-simple-primcall s64->scm) (define-simple-primcall tag-fixnum/unlikely) (define-simple-primcall s64->scm/unlikely) (define (fixnum->u64 cps k src fx) (with-cps cps (letv s64) (letk kcvt ($kargs ('s64) (s64) ($continue k src ($primcall 's64->u64 #f (s64))))) ($ (untag-fixnum kcvt src fx)))) (define (u64->fixnum cps k src u64) (with-cps cps (letv s64) (let$ tag-body (tag-fixnum k src s64)) (letk ks64 ($kargs ('s64) (s64) ,tag-body)) (build-term ($continue ks64 src ($primcall 'u64->s64 #f (u64)))))) (define-simple-primcall scm->u64) (define-simple-primcall scm->u64/truncate) (define-simple-primcall u64->scm) (define-simple-primcall u64->scm/unlikely) (define-simple-primcall scm->f64) (define-simple-primcall f64->scm) (define (fixnum->f64 cps k src fx) (with-cps cps (letv s64) (letk kcvt ($kargs ('s64) (s64) ($continue k src ($primcall 's64->f64 #f (s64))))) ($ (untag-fixnum kcvt src fx)))) (define (specialize-unop cps k src op param a unbox-a box-result) (with-cps cps (letv a* result) (let$ box-result-body (box-result k src result)) (letk kbox ($kargs ('result) (result) ,box-result-body)) (letk kop ($kargs ('a) (a*) ($continue kbox src ($primcall op param (a*))))) ($ (unbox-a kop src a)))) (define* (specialize-binop cps k src op a b unbox-a unbox-b box-result) (with-cps cps (letv a* b* result) (let$ box-result-body (box-result k src result)) (letk kbox ($kargs ('result) (result) ,box-result-body)) (letk kop ($kargs ('b) (b*) ($continue kbox src ($primcall op #f (a* b*))))) (let$ unbox-b-body (unbox-b kop src b)) (letk kunbox-b ($kargs ('a) (a*) ,unbox-b-body)) ($ (unbox-a kunbox-b src a)))) (define (specialize-comparison cps kf kt src op a b unbox-a unbox-b) (with-cps cps (letv a* b*) (letk kop ($kargs ('b) (b*) ($branch kf kt src op #f (a* b*)))) (let$ unbox-b-body (unbox-b kop src b)) (letk kunbox-b ($kargs ('a) (a*) ,unbox-b-body)) ($ (unbox-a kunbox-b src a)))) (define* (specialize-comparison/immediate cps kf kt src op a imm unbox-a) (with-cps cps (letv ia) (letk kop ($kargs ('ia) (ia) ($branch kf kt src op imm (ia)))) ($ (unbox-a kop src a)))) (define (specialize-comparison/s64-integer cps kf kt src op a-s64 b-int unbox-a rebox-a) (let ((s64-op (match op ('= 's64-=) ('< 's64-<)))) (with-cps cps (letv a b sunk) (letk kheap ($kargs ('sunk) (sunk) ($branch kf kt src op #f (sunk b-int)))) ;; Re-box the variable. FIXME: currently we use a specially ;; marked s64->scm to avoid CSE from hoisting the allocation ;; again. Instead we should just use a-s64 directly and implement ;; an allocation sinking pass that should handle this.. (let$ rebox-a-body (rebox-a kheap src a)) (letk kretag ($kargs () () ,rebox-a-body)) (letk kb ($kargs ('b) (b) ($branch kf kt src s64-op #f (a b)))) (letk kfix ($kargs () () ($continue kb src ($primcall 'untag-fixnum #f (b-int))))) (letk ka ($kargs ('a) (a) ($branch kretag kfix src 'fixnum? #f (b-int)))) ($ (unbox-a ka src a-s64))))) (define (specialize-comparison/integer-s64 cps kf kt src op a-int b-s64 unbox-b rebox-b) (match op ('= (specialize-comparison/s64-integer cps kf kt src op b-s64 a-int unbox-b rebox-b)) ('< (with-cps cps (letv a b sunk) (letk kheap ($kargs ('sunk) (sunk) ($branch kf kt src '< #f (a-int sunk)))) ;; FIXME: We should just use b-s64 directly and implement an ;; allocation sinking pass so that the box op that creates b-64 ;; should float down here. Instead, for now we just rebox the ;; variable, relying on the reboxing op not being available for ;; CSE. (let$ rebox-b-body (rebox-b kheap src b)) (letk kretag ($kargs () () ,rebox-b-body)) (letk ka ($kargs ('a) (a) ($branch kf kt src 's64-< #f (a b)))) (letk kfix ($kargs () () ($continue ka src ($primcall 'untag-fixnum #f (a-int))))) (letk kb ($kargs ('b) (b) ($branch kretag kfix src 'fixnum? #f (a-int)))) ($ (unbox-b kb src b-s64)))))) (define (specialize-comparison/immediate-s64-integer cps kf kt src op a b-int compare-integers) (with-cps cps (letv b sunk) (letk kheap ($kargs ('sunk) (sunk) ,(compare-integers kf kt src sunk))) ;; Re-box the variable. FIXME: currently we use a specially marked ;; load-const to avoid CSE from hoisting the constant. Instead we ;; should just use a $const directly and implement an allocation ;; sinking pass that should handle this.. (letk kretag ($kargs () () ($continue kheap src ($primcall 'load-const/unlikely a ())))) (letk kb ($kargs ('b) (b) ($branch kf kt src op a (b)))) (letk kfix ($kargs () () ($continue kb src ($primcall 'untag-fixnum #f (b-int))))) (build-term ($branch kretag kfix src 'fixnum? #f (b-int))))) ;; compute-significant-bits solves a flow equation to compute a ;; least-fixed-point over the lattice VAR -> BITMASK, where X > Y if ;; X[VAR] > Y[VAR] for any VAR. Adjoining VAR -> BITMASK to X results ;; in a distinct value X' (in the sense of eq?) if and only if X' > X. ;; This property is used in compute-significant-bits to know when to ;; stop iterating, and is ensured by intmaps, provided that the `meet' ;; function passed to `intmap-add' and so on also preserves this ;; property. ;; ;; The meet function for adding bits is `sigbits-union'; the first ;; argument is the existing value, and the second is the bitmask to ;; adjoin. For fixnums, BITMASK' will indeed be distinct if and only if ;; bits were added. However for bignums it's possible that (= X' X) but ;; not (eq? X' X). This preserve-eq? helper does the impedance matching ;; for bignums, returning the first value if the values are =. (define (preserve-eq? x x*) (if (= x x*) x x*)) (define (sigbits-union x y) (and x y (preserve-eq? x (logior x y)))) (define (sigbits-intersect x y) (cond ((not x) y) ((not y) x) (else (logand x y)))) (define (sigbits-intersect3 a b c) (sigbits-intersect a (sigbits-intersect b c))) (define (next-power-of-two n) (let lp ((out 1)) (if (< n out) out (lp (ash out 1))))) (define (range->sigbits min max) (cond ((or (< min 0) (> max #xffffFFFFffffFFFF)) #f) ((eqv? min max) min) (else (1- (next-power-of-two max))))) (define (inferred-sigbits types label var) (call-with-values (lambda () (lookup-pre-type types label var)) (lambda (type min max) (and (type<=? type (logior &exact-integer &u64 &s64)) (range->sigbits min max))))) (define significant-bits-handlers (make-hash-table)) (define-syntax-rule (define-significant-bits-handler ((primop label types out def ...) param arg ...) body ...) (hashq-set! significant-bits-handlers 'primop (lambda (label types out param args defs) (match args ((arg ...) (match defs ((def ...) body ...))))))) (define-significant-bits-handler ((logand label types out res) param a b) (let ((sigbits (sigbits-intersect3 (inferred-sigbits types label a) (inferred-sigbits types label b) (intmap-ref out res (lambda (_) 0))))) (intmap-add (intmap-add out a sigbits sigbits-union) b sigbits sigbits-union))) (define-significant-bits-handler ((logand/immediate label types out res) param a) (let ((sigbits (sigbits-intersect3 (inferred-sigbits types label a) param (intmap-ref out res (lambda (_) 0))))) (intmap-add out a sigbits sigbits-union))) (define (significant-bits-handler primop) (hashq-ref significant-bits-handlers primop)) (define (compute-significant-bits cps types kfun) "Given the locally inferred types @var{types}, compute a map of VAR -> BITS indicating the significant bits needed for a variable. BITS may be #f to indicate all bits, or a non-negative integer indicating a bitmask." (let ((preds (invert-graph (compute-successors cps kfun)))) (let lp ((worklist (intmap-keys preds)) (visited empty-intset) (out empty-intmap)) (match (intset-prev worklist) (#f out) (label (let ((worklist (intset-remove worklist label)) (visited* (intset-add visited label))) (define (continue out*) (if (and (eq? out out*) (eq? visited visited*)) (lp worklist visited out) (lp (intset-union worklist (intmap-ref preds label)) visited* out*))) (define (add-def out var) (intmap-add out var 0 sigbits-union)) (define (add-defs out vars) (match vars (() out) ((var . vars) (add-defs (add-def out var) vars)))) (define (add-unknown-use out var) (intmap-add out var (inferred-sigbits types label var) sigbits-union)) (define (add-unknown-uses out vars) (match vars (() out) ((var . vars) (add-unknown-uses (add-unknown-use out var) vars)))) (continue (match (intmap-ref cps label) (($ $kfun src meta self) (if self (add-def out self) out)) (($ $kargs names vars term) (let ((out (add-defs out vars))) (match term (($ $continue k src exp) (match exp ((or ($ $const) ($ $prim) ($ $fun) ($ $const-fun) ($ $code) ($ $rec)) ;; No uses, so no info added to sigbits. out) (($ $values args) (match (intmap-ref cps k) (($ $kargs _ vars) (if (intset-ref visited k) (fold (lambda (arg var out) (intmap-add out arg (intmap-ref out var) sigbits-union)) out args vars) out)) (($ $ktail) (add-unknown-uses out args)))) (($ $call proc args) (add-unknown-use (add-unknown-uses out args) proc)) (($ $callk label proc args) (let ((out (add-unknown-uses out args))) (if proc (add-unknown-use out proc) out))) (($ $calli args callee) (add-unknown-uses (add-unknown-use out callee) args)) (($ $primcall name param args) (let ((h (significant-bits-handler name))) (if h (match (intmap-ref cps k) (($ $kargs _ defs) (h label types out param args defs))) (add-unknown-uses out args)))))) (($ $branch kf kt src op param args) (add-unknown-uses out args)) (($ $switch kf kt src arg) (add-unknown-use out arg)) (($ $prompt k kh src escape? tag) (add-unknown-use out tag)) (($ $throw src op param args) (add-unknown-uses out args))))) (_ out))))))))) (define (specialize-operations cps) (define (u6-parameter? param) (<= 0 param 63)) (define (s64-parameter? param) (<= (ash -1 63) param (1- (ash 1 63)))) (define (u64-parameter? param) (<= 0 param (1- (ash 1 64)))) (define (visit-cont label cont cps types sigbits) (define (operand-in-range? var &type &min &max) (call-with-values (lambda () (lookup-pre-type types label var)) (lambda (type min max) (and (type<=? type &type) (<= &min min max &max))))) (define (u64-operand? var) (operand-in-range? var &exact-integer 0 (1- (ash 1 64)))) (define (u6-operand? var) ;; This predicate is only used for the "count" argument to ;; rsh/lsh, which is already unboxed to &u64. (operand-in-range? var &u64 0 63)) (define (s64-operand? var) (operand-in-range? var &exact-integer (ash -1 63) (1- (ash 1 63)))) (define (fixnum-operand? var) (operand-in-range? var &exact-integer (target-most-negative-fixnum) (target-most-positive-fixnum))) (define (exact-integer-operand? var) (operand-in-range? var &exact-integer -inf.0 +inf.0)) (define (all-u64-bits-set? var) (operand-in-range? var &exact-integer (1- (ash 1 64)) (1- (ash 1 64)))) (define (only-fixnum-bits-used? var) (let ((bits (intmap-ref sigbits var))) (and bits (= bits (logand bits (target-most-positive-fixnum)))))) (define (fixnum-result? result) (or (only-fixnum-bits-used? result) (call-with-values (lambda () (lookup-post-type types label result 0)) (lambda (type min max) (and (type<=? type &exact-integer) (<= (target-most-negative-fixnum) min max (target-most-positive-fixnum))))))) (define (only-u64-bits-used? var) (let ((bits (intmap-ref sigbits var))) (and bits (= bits (logand bits (1- (ash 1 64))))))) (define (u64-result? result) (or (only-u64-bits-used? result) (call-with-values (lambda () (lookup-post-type types label result 0)) (lambda (type min max) (and (type<=? type &exact-integer) (<= 0 min max (1- (ash 1 64)))))))) (define (s64-result? result) (call-with-values (lambda () (lookup-post-type types label result 0)) (lambda (type min max) (and (type<=? type &exact-integer) (<= (ash -1 63) min max (1- (ash 1 63))))))) (define (f64-result? result) (call-with-values (lambda () (lookup-post-type types label result 0)) (lambda (type min max) (eqv? type &flonum)))) (define (f64-operands? vara varb) (let-values (((typea mina maxa) (lookup-pre-type types label vara)) ((typeb minb maxb) (lookup-pre-type types label varb))) (and (type<=? (logior typea typeb) &real) (or (eqv? typea &flonum) (eqv? typeb &flonum))))) (define (constant-arg arg) (let-values (((type min max) (lookup-pre-type types label arg))) (and (= min max) min))) (define (fixnum-range? min max) (<= (target-most-negative-fixnum) min max (target-most-positive-fixnum))) (define (unbox-u64 arg) (if (fixnum-operand? arg) fixnum->u64 scm->u64)) (define (unbox-u64/truncate arg) (cond ((fixnum-operand? arg) fixnum->u64) ((u64-operand? arg) scm->u64) (else scm->u64/truncate))) (define (unbox-s64 arg) (if (fixnum-operand? arg) untag-fixnum scm->s64)) (define (rebox-s64 arg) (if (fixnum-operand? arg) tag-fixnum/unlikely s64->scm/unlikely)) (define (unbox-f64 arg) ;; Could be more precise here. (if (fixnum-operand? arg) fixnum->f64 scm->f64)) (define (box-s64 result) (if (fixnum-result? result) tag-fixnum s64->scm)) (define (box-u64 result) (if (fixnum-result? result) u64->fixnum u64->scm)) (define (box-f64 result) f64->scm) (define (specialize-primcall cps k src op param args) (match (intmap-ref cps k) (($ $kargs (_) (result)) (match (cons* op result param args) (((or 'add 'sub 'mul 'div 'atan2) (? f64-result?) #f a b) (let ((op (match op ('add 'fadd) ('sub 'fsub) ('mul 'fmul) ('div 'fdiv) ('atan2 'fatan2)))) (specialize-binop cps k src op a b (unbox-f64 a) (unbox-f64 b) (box-f64 result)))) (((or 'sqrt 'abs 'floor 'ceiling 'sin 'cos 'tan 'asin 'acos 'atan) (? f64-result?) #f a) (let ((op (match op ('sqrt 'fsqrt) ('abs 'fabs) ('floor 'ffloor) ('ceiling 'fceiling) ('sin 'fsin) ('cos 'fcos) ('tan 'ftan) ('asin 'fasin) ('acos 'facos) ('atan 'fatan)))) (specialize-unop cps k src op #f a (unbox-f64 a) (box-f64 result)))) (((or 'add 'sub 'mul 'logand 'logior 'logxor 'logsub) (? u64-result?) #f (? u64-operand? a) (? u64-operand? b)) (let ((op (match op ('add 'uadd) ('sub 'usub) ('mul 'umul) ('logand 'ulogand) ('logior 'ulogior) ('logxor 'ulogxor) ('logsub 'ulogsub)))) (specialize-binop cps k src op a b (unbox-u64 a) (unbox-u64 b) (box-u64 result)))) (((or 'logand 'logior 'logxor 'logsub) (? u64-result?) #f (? s64-operand? a) (? s64-operand? b)) (let ((op (match op ('logand 'ulogand) ('logior 'ulogior) ('logxor 'ulogxor) ('logsub 'ulogsub)))) (define (unbox-u64* x) (let ((unbox-s64 (unbox-s64 x))) (lambda (cps k src x) (with-cps cps (letv s64) (letk ks64 ($kargs ('s64) (s64) ($continue k src ($primcall 's64->u64 #f (s64))))) ($ (unbox-s64 k src x)))))) (specialize-binop cps k src op a b (unbox-u64* a) (unbox-u64* b) (box-u64 result)))) (((or 'add 'sub 'mul) (? s64-result?) #f (? s64-operand? a) (? s64-operand? b)) (let ((op (match op ('add 'sadd) ('sub 'ssub) ('mul 'smul)))) (specialize-binop cps k src op a b (unbox-s64 a) (unbox-s64 b) (box-s64 result)))) (('sub/immediate (? f64-result?) param a) (specialize-unop cps k src 'fadd/immediate (- param) a (unbox-f64 a) (box-f64 result))) (((or 'add/immediate 'mul/immediate) (? f64-result?) param a) (let ((op (match op ('add/immediate 'fadd/immediate) ('mul/immediate 'fmul/immediate)))) (specialize-unop cps k src op param a (unbox-f64 a) (box-f64 result)))) (((or 'add/immediate 'sub/immediate 'mul/immediate) (? u64-result?) (? u64-parameter?) (? u64-operand? a)) (let ((op (match op ('add/immediate 'uadd/immediate) ('sub/immediate 'usub/immediate) ('mul/immediate 'umul/immediate)))) (specialize-unop cps k src op param a (unbox-u64 a) (box-u64 result)))) (('logand/immediate (? u64-result? ) param (? u64-operand? a)) (specialize-unop cps k src 'ulogand/immediate (logand param (1- (ash 1 64))) a (unbox-u64 a) (box-u64 result))) (((or 'add/immediate 'sub/immediate 'mul/immediate) (? s64-result?) (? s64-parameter?) (? s64-operand? a)) (let ((op (match op ('add/immediate 'sadd/immediate) ('sub/immediate 'ssub/immediate) ('mul/immediate 'smul/immediate)))) (specialize-unop cps k src op param a (unbox-s64 a) (box-s64 result)))) (((or 'lsh 'rsh) (? u64-result?) #f (? u64-operand? a) (? u6-operand? b)) (let ((op (match op ('lsh 'ulsh) ('rsh 'ursh)))) (define (pass-u64 cps k src b) (with-cps cps (build-term ($continue k src ($values (b)))))) (specialize-binop cps k src op a b (unbox-u64 a) pass-u64 (box-u64 result)))) (((or 'lsh 'rsh) (? s64-result?) #f (? s64-operand? a) (? u6-operand? b)) (let ((op (match op ('lsh 'slsh) ('rsh 'srsh)))) (define (pass-u64 cps k src b) (with-cps cps (build-term ($continue k src ($values (b)))))) (specialize-binop cps k src op a b (unbox-s64 a) pass-u64 (box-s64 result)))) (((or 'lsh/immediate 'rsh/immediate) (? u64-result?) (? u6-parameter?) (? u64-operand? a)) (let ((op (match op ('lsh/immediate 'ulsh/immediate) ('rsh/immediate 'ursh/immediate)))) (specialize-unop cps k src op param a (unbox-u64 a) (box-u64 result)))) (((or 'lsh/immediate 'rsh/immediate) (? s64-result?) (? u6-parameter?) (? s64-operand? a)) (let ((op (match op ('lsh/immediate 'slsh/immediate) ('rsh/immediate 'srsh/immediate)))) (specialize-unop cps k src op param a (unbox-s64 a) (box-s64 result)))) (_ (with-cps cps #f)))) (_ (with-cps cps #f)))) (define (specialize-branch cps kf kt src op param args) (match (cons op args) (('<= a b) (cond ((f64-operands? a b) (specialize-comparison cps kf kt src 'f64-<= a b (unbox-f64 a) (unbox-f64 b))) ((and (exact-integer-operand? a) (exact-integer-operand? b)) ;; If NaN is impossible, reduce (<= a b) to (not (< b a)) and ;; try again. (specialize-branch cps kt kf src '< param (list b a))) (else (with-cps cps #f)))) (((or '< '=) a b) (cond ((f64-operands? a b) (let ((op (match op ('= 'f64-=) ('< 'f64-<)))) (specialize-comparison cps kf kt src op a b (unbox-f64 a) (unbox-f64 b)))) ((and (s64-operand? a) (s64-operand? b)) (cond ((constant-arg a) => (lambda (a) (let ((op (match op ('= 's64-imm-=) ('< 'imm-s64-<)))) (specialize-comparison/immediate cps kf kt src op b a (unbox-s64 b))))) ((constant-arg b) => (lambda (b) (let ((op (match op ('= 's64-imm-=) ('< 's64-imm-<)))) (specialize-comparison/immediate cps kf kt src op a b (unbox-s64 a))))) (else (let ((op (match op ('= 's64-=) ('< 's64-<)))) (specialize-comparison cps kf kt src op a b (unbox-s64 a) (unbox-s64 b)))))) ((and (u64-operand? a) (u64-operand? b)) (cond ((constant-arg a) => (lambda (a) (let ((op (match op ('= 'u64-imm-=) ('< 'imm-u64-<)))) (specialize-comparison/immediate cps kf kt src op b a (unbox-u64 b))))) ((constant-arg b) => (lambda (b) (let ((op (match op ('= 'u64-imm-=) ('< 'u64-imm-<)))) (specialize-comparison/immediate cps kf kt src op a b (unbox-u64 a))))) (else (let ((op (match op ('= 'u64-=) ('< 'u64-<)))) (specialize-comparison cps kf kt src op a b (unbox-u64 a) (unbox-u64 b)))))) ((and (exact-integer-operand? a) (exact-integer-operand? b)) (cond ((s64-operand? a) (cond ((constant-arg a) => (lambda (a) (let ((imm-op (match op ('= 's64-imm-=) ('< 'imm-s64-<)))) (specialize-comparison/immediate-s64-integer cps kf kt src imm-op a b (lambda (kf kt src a) (build-term ($branch kf kt src op #f (a b)))))))) (else (specialize-comparison/s64-integer cps kf kt src op a b (unbox-s64 a) (rebox-s64 a))))) ((s64-operand? b) (cond ((constant-arg b) => (lambda (b) (let ((imm-op (match op ('= 's64-imm-=) ('< 's64-imm-<)))) (specialize-comparison/immediate-s64-integer cps kf kt src imm-op b a (lambda (kf kt src b) (build-term ($branch kf kt src op #f (a b)))))))) (else (specialize-comparison/integer-s64 cps kf kt src op a b (unbox-s64 b) (rebox-s64 b))))) (else (with-cps cps #f)))) (else (with-cps cps #f)))) (_ (with-cps cps #f)))) (match cont (($ $kfun) (let* ((types (infer-types cps label)) (sigbits (compute-significant-bits cps types label))) (values cps types sigbits))) (($ $kargs names vars ($ $continue k src ($ $primcall op param args))) (call-with-values (lambda () (specialize-primcall cps k src op param args)) (lambda (cps term) (values (if term (with-cps cps (setk label ($kargs names vars ,term))) cps) types sigbits)))) (($ $kargs names vars ($ $branch kf kt src op param args)) (call-with-values (lambda () (specialize-branch cps kf kt src op param args)) (lambda (cps term) (values (if term (with-cps cps (setk label ($kargs names vars ,term))) cps) types sigbits)))) (_ (values cps types sigbits)))) (values (intmap-fold visit-cont cps cps #f #f))) ;; Compute a map from VAR -> LABEL, where LABEL indicates the cont that ;; binds VAR. (define (compute-defs conts labels) (intset-fold (lambda (label defs) (match (intmap-ref conts label) (($ $kfun src meta self tail clause) (if self (intmap-add defs self label) defs)) (($ $kargs names vars) (fold1 (lambda (var defs) (intmap-add defs var label)) vars defs)) (_ defs))) labels empty-intmap)) ;; Compute vars whose definitions are all unboxable and whose uses ;; include an unbox operation. (define (compute-specializable-vars cps body preds defs exp-result-unboxable? unbox-ops) ;; Compute a map of VAR->LABEL... indicating the set of labels that ;; define VAR with unboxable values, given the set of vars ;; UNBOXABLE-VARS which is known already to be unboxable. (define (collect-unboxable-def-labels unboxable-vars) (define (add-unboxable-def unboxable-defs var label) (intmap-add unboxable-defs var (intset label) intset-union)) (intset-fold (lambda (label unboxable-defs) (match (intmap-ref cps label) (($ $kargs _ _ ($ $continue k _ exp)) (match exp ((? exp-result-unboxable?) (match (intmap-ref cps k) (($ $kargs (_) (def)) (add-unboxable-def unboxable-defs def label)))) (($ $values vars) (match (intmap-ref cps k) (($ $kargs _ defs) (fold (lambda (var def unboxable-defs) (if (intset-ref unboxable-vars var) (add-unboxable-def unboxable-defs def label) unboxable-defs)) unboxable-defs vars defs)) ;; Could be $ktail for $values. (_ unboxable-defs))) (_ unboxable-defs))) (_ unboxable-defs))) body empty-intmap)) ;; Compute the set of vars which are always unboxable. (define (compute-unboxable-defs) (fixpoint (lambda (unboxable-vars) (intmap-fold (lambda (def unboxable-pred-labels unboxable-vars) (if (and (not (intset-ref unboxable-vars def)) ;; Are all defining expressions unboxable? (and-map (lambda (pred) (intset-ref unboxable-pred-labels pred)) (intmap-ref preds (intmap-ref defs def)))) (intset-add unboxable-vars def) unboxable-vars)) (collect-unboxable-def-labels unboxable-vars) unboxable-vars)) empty-intset)) ;; Compute the set of vars that may ever be unboxed. (define (compute-unbox-uses unboxable-defs) (intset-fold (lambda (label unbox-uses) (match (intmap-ref cps label) (($ $kargs _ _ ($ $continue k _ exp)) (match exp (($ $primcall (? (lambda (op) (memq op unbox-ops))) #f (var)) (intset-add unbox-uses var)) (($ $values vars) (match (intmap-ref cps k) (($ $kargs _ defs) (fold (lambda (var def unbox-uses) (if (intset-ref unboxable-defs def) (intset-add unbox-uses var) unbox-uses)) unbox-uses vars defs)) (($ $ktail) ;; Assume return is rare and that any unboxable def can ;; be reboxed when leaving the procedure. (fold (lambda (var unbox-uses) (intset-add unbox-uses var)) unbox-uses vars)))) (_ unbox-uses))) (_ unbox-uses))) body empty-intset)) (let ((unboxable-defs (compute-unboxable-defs))) (intset-intersect unboxable-defs (compute-unbox-uses unboxable-defs)))) ;; Compute vars whose definitions are all inexact reals and whose uses ;; include an unbox operation. (define (compute-specializable-f64-vars cps body preds defs) ;; Can the result of EXP definitely be unboxed as an f64? (define (exp-result-f64? exp) (match exp ((or ($ $primcall 'f64->scm #f (_)) ($ $const (and (? number?) (? inexact?) (? real?)))) #t) (_ #f))) (compute-specializable-vars cps body preds defs exp-result-f64? '(scm->f64))) ;; Compute vars whose definitions are all exact integers in the u64 ;; range and whose uses include an unbox operation. (define (compute-specializable-u64-vars cps body preds defs) ;; Can the result of EXP definitely be unboxed as a u64? (define (exp-result-u64? exp) (define (u64? n) (and (number? n) (exact-integer? n) (<= 0 n #xffffffffffffffff))) (match exp ((or ($ $primcall 'u64->scm #f (_)) ($ $primcall 'u64->scm/unlikely #f (_)) ($ $primcall 'load-const/unlikely (? u64?) ()) ($ $const (? u64?))) #t) (_ #f))) (compute-specializable-vars cps body preds defs exp-result-u64? '(scm->u64 scm->u64/truncate))) ;; Compute vars whose definitions are all exact integers in the fixnum ;; range and whose uses include an untag operation. (define (compute-specializable-fixnum-vars cps body preds defs) ;; Is the result of EXP definitely a fixnum? (define (exp-result-fixnum? exp) (define (fixnum? n) (and (number? n) (exact-integer? n) (<= (target-most-negative-fixnum) n (target-most-positive-fixnum)))) (match exp ((or ($ $primcall 'tag-fixnum #f (_)) ($ $primcall 'tag-fixnum/unlikely #f (_)) ($ $const (? fixnum?)) ($ $primcall 'load-const/unlikely (? fixnum?) ())) #t) (_ #f))) (compute-specializable-vars cps body preds defs exp-result-fixnum? '(untag-fixnum))) ;; Compute vars whose definitions are all exact integers in the s64 ;; range and whose uses include an untag operation. (define (compute-specializable-s64-vars cps body preds defs) ;; Is the result of EXP definitely a fixnum? (define (exp-result-fixnum? exp) (define (s64? n) (and (number? n) (exact-integer? n) (<= (ash -1 63) n (1- (ash 1 63))))) (match exp ((or ($ $primcall 's64->scm #f (_)) ($ $const (? s64?)) ($ $primcall 'load-const/unlikely (? s64?) ())) #t) (_ #f))) (compute-specializable-vars cps body preds defs exp-result-fixnum? '(scm->s64))) (define (compute-phi-vars cps preds) (intmap-fold (lambda (label preds phis) (match preds (() phis) ((_) phis) (_ (match (intmap-ref cps label) (($ $kargs names vars) (fold1 (lambda (var phis) (intset-add phis var)) vars phis)) (_ phis))))) preds empty-intset)) ;; Compute the set of variables which have more than one definition, ;; whose definitions are always f64-valued or u64-valued, and which have ;; at least one use that is an unbox operation. (define (compute-specializable-phis cps body preds defs) (let ((phi-vars (compute-phi-vars cps preds))) (fold1 (lambda (in out) (match in ((kind vars) (intset-fold (lambda (var out) (intmap-add out var kind (lambda (old new) old))) (intset-intersect phi-vars vars) out)))) `((f64 ,(compute-specializable-f64-vars cps body preds defs)) (fx ,(compute-specializable-fixnum-vars cps body preds defs)) (s64 ,(compute-specializable-s64-vars cps body preds defs)) (u64 ,(compute-specializable-u64-vars cps body preds defs))) empty-intmap))) ;; Each definition of a f64/u64 variable should unbox that variable. ;; The cont that binds the variable should re-box it under its original ;; name, and rely on CSE to remove the boxing as appropriate. (define (apply-specialization cps kfun body preds defs phis) (define (compute-unbox-labels) (intmap-fold (lambda (phi kind labels) (fold1 (lambda (pred labels) (intset-add labels pred)) (intmap-ref preds (intmap-ref defs phi)) labels)) phis empty-intset)) (define (unbox-op var) (match (intmap-ref phis var) ('f64 'scm->f64) ('fx 'untag-fixnum) ('s64 'scm->s64) ('u64 'scm->u64))) (define (box-op var) (match (intmap-ref phis var) ('f64 'f64->scm) ('fx 'tag-fixnum) ('s64 's64->scm) ('u64 'u64->scm))) (define (unbox-operands) (define (unbox-arg cps arg def-var have-arg) (if (intmap-ref phis def-var (lambda (_) #f)) (with-cps cps (letv unboxed) (let$ body (have-arg unboxed)) (letk kunboxed ($kargs ('unboxed) (unboxed) ,body)) (build-term ($continue kunboxed #f ($primcall (unbox-op def-var) #f (arg))))) (have-arg cps arg))) (define (unbox-args cps args def-vars have-args) (match args (() (have-args cps '())) ((arg . args) (match def-vars ((def-var . def-vars) (unbox-arg cps arg def-var (lambda (cps arg) (unbox-args cps args def-vars (lambda (cps args) (have-args cps (cons arg args))))))))))) (intset-fold (lambda (label cps) (match (intmap-ref cps label) (($ $kargs names vars ($ $continue k src exp)) (match (intmap-ref cps k) (($ $kargs _ defs) (match exp ;; For expressions that define a single value, we know we need ;; to unbox that value. For $values though we might have to ;; unbox just a subset of values. (($ $values args) (with-cps cps (let$ term (unbox-args args defs (lambda (cps args) (with-cps cps (build-term ($continue k src ($values args))))))) (setk label ($kargs names vars ,term)))) (_ (match defs ((def) (with-cps cps (letv boxed) (letk kunbox ($kargs ('boxed) (boxed) ($continue k src ($primcall (unbox-op def) #f (boxed))))) (setk label ($kargs names vars ($continue kunbox src ,exp))))))))))))) (compute-unbox-labels) cps)) (define (compute-box-labels) (intmap-fold (lambda (phi kind labels) (intset-add labels (intmap-ref defs phi))) phis empty-intset)) (define (box-results cps) (intset-fold (lambda (label cps) (match (intmap-ref cps label) (($ $kargs names vars term) (let* ((boxed (fold1 (lambda (var boxed) (if (intmap-ref phis var (lambda (_) #f)) (intmap-add boxed var (fresh-var)) boxed)) vars empty-intmap)) (bound-vars (map (lambda (var) (intmap-ref boxed var (lambda (var) var))) vars))) (define (box-var cps name var done) (let ((unboxed (intmap-ref boxed var (lambda (_) #f)))) (if unboxed (with-cps cps (let$ term (done)) (letk kboxed ($kargs (name) (var) ,term)) (build-term ($continue kboxed #f ($primcall (box-op var) #f (unboxed))))) (done cps)))) (define (box-vars cps names vars done) (match vars (() (done cps)) ((var . vars) (match names ((name . names) (box-var cps name var (lambda (cps) (box-vars cps names vars done)))))))) (with-cps cps (let$ box-term (box-vars names vars (lambda (cps) (with-cps cps term)))) (setk label ($kargs names bound-vars ,box-term))))))) (compute-box-labels) cps)) (box-results (unbox-operands))) (define (specialize-phis cps) (intmap-fold (lambda (kfun body cps) (let* ((preds (compute-predecessors cps kfun #:labels body)) (defs (compute-defs cps body)) (phis (compute-specializable-phis cps body preds defs))) (if (eq? phis empty-intmap) cps (apply-specialization cps kfun body preds defs phis)))) (compute-reachable-functions cps) cps)) (define (specialize-numbers cps) ;; Type inference wants a renumbered graph; OK. (let ((cps (renumber cps))) (with-fresh-name-state cps (specialize-phis (specialize-operations cps)))))