import os
from argparse import ArgumentParser, ArgumentDefaultsHelpFormatter
from collections import namedtuple
import pathlib
import numpy as np
import pandas as pd

def pysr(X=None, y=None, threads=4,
            niterations=100,
            ncyclesperiteration=300,
            binary_operators=["plus", "mult"],
            unary_operators=["cos", "exp", "sin"],
            alpha=0.1,
            annealing=True,
            fractionReplaced=0.10,
            fractionReplacedHof=0.10,
            npop=1000,
            parsimony=1e-4,
            migration=True,
            hofMigration=True,
            shouldOptimizeConstants=True,
            topn=10,
            weightAddNode=1,
            weightInsertNode=3,
            weightDeleteNode=3,
            weightDoNothing=1,
            weightMutateConstant=10,
            weightMutateOperator=1,
            weightRandomize=1,
            weightSimplify=0.01,
            perturbationFactor=1.0,
            nrestarts=3,
            timeout=None,
            equation_file='hall_of_fame.csv',
            test='simple1',
            verbosity=1e9,
            maxsize=20,
        ):
    """Run symbolic regression to fit f(X[i, :]) ~ y[i] for all i.
    Note: most default parameters have been tuned over several example
    equations, but you should adjust `threads`, `niterations`,
    `binary_operators`, `unary_operators` to your requirements.

    :param X: np.ndarray, 2D array. Rows are examples, columns are features.
    :param y: np.ndarray, 1D array. Rows are examples.
    :param threads: int, Number of threads (=number of populations running).
        You can have more threads than cores - it actually makes it more
        efficient.
    :param niterations: int, Number of iterations of the algorithm to run. The best
        equations are printed, and migrate between populations, at the
        end of each.
    :param ncyclesperiteration: int, Number of total mutations to run, per 10
        samples of the population, per iteration.
    :param binary_operators: list, List of strings giving the binary operators
        in Julia's Base, or in `operator.jl`.
    :param unary_operators: list, Same but for operators taking a single `Float32`.
    :param alpha: float, Initial temperature.
    :param annealing: bool, Whether to use annealing. You should (and it is default).
    :param fractionReplaced: float, How much of population to replace with migrating
        equations from other populations.
    :param fractionReplacedHof: float, How much of population to replace with migrating
        equations from hall of fame.
    :param npop: int, Number of individuals in each population
    :param parsimony: float, Multiplicative factor for how much to punish complexity.
    :param migration: bool, Whether to migrate.
    :param hofMigration: bool, Whether to have the hall of fame migrate.
    :param shouldOptimizeConstants: bool, Whether to numerically optimize
        constants (Nelder-Mead/Newton) at the end of each iteration.
    :param topn: int, How many top individuals migrate from each population.
    :param nrestarts: int, Number of times to restart the constant optimizer
    :param perturbationFactor: float, Constants are perturbed by a max
        factor of (perturbationFactor*T + 1). Either multiplied by this
        or divided by this.
    :param weightAddNode: float, Relative likelihood for mutation to add a node
    :param weightInsertNode: float, Relative likelihood for mutation to insert a node
    :param weightDeleteNode: float, Relative likelihood for mutation to delete a node
    :param weightDoNothing: float, Relative likelihood for mutation to leave the individual
    :param weightMutateConstant: float, Relative likelihood for mutation to change
        the constant slightly in a random direction.
    :param weightMutateOperator: float, Relative likelihood for mutation to swap
        an operator.
    :param weightRandomize: float, Relative likelihood for mutation to completely
        delete and then randomly generate the equation
    :param weightSimplify: float, Relative likelihood for mutation to simplify
        constant parts by evaluation
    :param timeout: float, Time in seconds to timeout search
    :param equation_file: str, Where to save the files (.csv separated by |)
    :param test: str, What test to run, if X,y not passed.
    :param maxsize: int, Max size of an equation.
    :returns: pd.DataFrame, Results dataframe, giving complexity, MSE, and equations
        (as strings).

    """

    rand_string = f'{"".join([str(np.random.rand())[2] for i in range(20)])}'

    if isinstance(binary_operators, str): binary_operators = [binary_operators]
    if isinstance(unary_operators, str): unary_operators = [unary_operators]

    if X is None:
        if test == 'simple1':
            eval_str = "np.sign(X[:, 2])*np.abs(X[:, 2])**2.5 + 5*np.cos(X[:, 3]) - 5"
        elif test == 'simple2':
            eval_str = "np.sign(X[:, 2])*np.abs(X[:, 2])**3.5 + 1/(np.abs(X[:, 0])+1)"
        elif test == 'simple3':
            eval_str = "np.exp(X[:, 0]/2) + 12.0 + np.log(np.abs(X[:, 0])*10 + 1)"
        elif test == 'simple4':
            eval_str = "1.0 + 3*X[:, 0]**2 - 0.5*X[:, 0]**3 + 0.1*X[:, 0]**4"
        elif test == 'simple5':
            eval_str = "(np.exp(X[:, 3]) + 3)/(np.abs(X[:, 1]) + np.cos(X[:, 0]) + 1.1)"

        X = np.random.randn(100, 5)*3
        y = eval(eval_str)
        print("Running on", eval_str)

    pkg_directory = '/'.join(__file__.split('/')[:-2] + ['julia'])

    def_hyperparams = f"""include("{pkg_directory}/operators.jl")
const binops = {'[' + ', '.join(binary_operators) + ']'}
const unaops = {'[' + ', '.join(unary_operators) + ']'}
const ns=10;
const parsimony = {parsimony:f}f0
const alpha = {alpha:f}f0
const maxsize = {maxsize:d}
const migration = {'true' if migration else 'false'}
const hofMigration = {'true' if hofMigration else 'false'}
const fractionReplacedHof = {fractionReplacedHof}f0
const shouldOptimizeConstants = {'true' if shouldOptimizeConstants else 'false'}
const hofFile = "{equation_file}"
const nthreads = {threads:d}
const nrestarts = {nrestarts:d}
const perturbationFactor = {perturbationFactor:f}f0
const annealing = {"true" if annealing else "false"}
const mutationWeights = [
    {weightMutateConstant:f},
    {weightMutateOperator:f},
    {weightAddNode:f},
    {weightInsertNode:f},
    {weightDeleteNode:f},
    {weightSimplify:f},
    {weightRandomize:f},
    {weightDoNothing:f}
]
    """

    assert len(X.shape) == 2
    assert len(y.shape) == 1

    X_str = str(X.tolist()).replace('],', '];').replace(',', '')
    y_str = str(y.tolist())

    def_datasets = """const X = convert(Array{Float32, 2}, """f"{X_str})""""
const y = convert(Array{Float32, 1}, """f"{y_str})""""
    """

    with open(f'/tmp/.hyperparams_{rand_string}.jl', 'w') as f:
        print(def_hyperparams, file=f)

    with open(f'/tmp/.dataset_{rand_string}.jl', 'w') as f:
        print(def_datasets, file=f)


    command = [
        'julia -O3',
        '--threads auto',
        '-e',
        f'\'include("/tmp/.hyperparams_{rand_string}.jl"); include("/tmp/.dataset_{rand_string}.jl"); include("{pkg_directory}/sr.jl"); fullRun({niterations:d}, npop={npop:d}, ncyclesperiteration={ncyclesperiteration:d}, fractionReplaced={fractionReplaced:f}f0, verbosity=round(Int32, {verbosity:f}), topn={topn:d})\'',
        ]
    if timeout is not None:
        command = [f'timeout {timeout}'] + command
    cur_cmd = ' '.join(command)
    print("Running on", cur_cmd)
    os.system(cur_cmd)
    try:
        output = pd.read_csv(equation_file, sep="|")
    except FileNotFoundError:
        print("Couldn't find equation file!")
        output = pd.DataFrame()
    return output