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import json |
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def handle(): |
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data = json.load(open('pass_rate_results/lean4_basic_test/lean4_random_15k_all.jsonl')) |
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PROMPT_DICT = { |
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"wild": ( |
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"# Problem:\n{question}\n\n" |
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"# Proof:\n{answer}." |
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), |
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"lean4": ( |
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"Statement and proof in natural language:\n\n" |
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"{statement_text}\n\n" |
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"Translate the statement and proof in natural language to lean4:" |
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), |
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"prompt_no_input": ( |
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"Below is an instruction that describes a task. " |
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"Write a response that appropriately completes the request.\n\n" |
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"### Instruction:\n{instruction}\n\n### Response:" |
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), |
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} |
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training_data = [] |
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ratio = [] |
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for item in data['results']: |
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if item['status'] == 'pass': |
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if not len(item['stderr']): |
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ratio.append(1) |
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else: |
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ratio.append(0) |
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print ( item['stderr']) |
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print("false positives: ", 1 - sum(ratio)/len(ratio)) |
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def savetojson(): |
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import_statements = '''import algebra.algebra.basic |
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import algebra.order.floor |
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import algebra.associated |
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import algebra.big_operators.basic |
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import algebra.big_operators.enat |
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import algebra.big_operators.order |
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import algebra.big_operators.pi |
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import algebra.geom_sum |
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import algebra.group.pi |
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import algebra.group.commute |
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import algebra.group_power.basic |
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import algebra.group_power.identities |
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import algebra.order.floor |
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import algebra.quadratic_discriminant |
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import algebra.ring.basic |
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import analysis.asymptotics.asymptotic_equivalent |
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import analysis.mean_inequalities |
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import analysis.normed_space.basic |
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import analysis.inner_product_space.basic |
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import analysis.inner_product_space.euclidean_dist |
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import analysis.normed_space.pi_Lp |
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import analysis.special_functions.exp |
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import analysis.special_functions.exp_deriv |
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import analysis.special_functions.log |
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import analysis.special_functions.logb |
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import analysis.special_functions.log_deriv |
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import analysis.special_functions.pow |
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import analysis.special_functions.sqrt |
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import analysis.special_functions.trigonometric.basic |
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import analysis.special_functions.trigonometric.complex |
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import combinatorics.simple_graph.basic |
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import data.complex.basic |
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import data.complex.exponential |
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import data.finset.basic |
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import data.fintype.card |
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import data.int.basic |
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import data.int.gcd |
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import data.int.modeq |
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import data.int.parity |
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import data.list.intervals |
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import data.list.palindrome |
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import data.multiset.basic |
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import data.nat.basic |
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import data.nat.choose.basic |
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import data.nat.digits |
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import data.nat.factorial.basic |
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import data.nat.fib |
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import data.nat.modeq |
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import data.nat.multiplicity |
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import data.nat.parity |
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import data.nat.prime |
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import data.pnat.basic |
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import data.pnat.prime |
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import data.polynomial |
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import data.polynomial.basic |
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import data.polynomial.eval |
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import data.rat.basic |
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import data.real.basic |
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import data.real.ennreal |
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import data.real.irrational |
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import data.real.nnreal |
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import data.real.sqrt |
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import data.real.golden_ratio |
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import data.set.finite |
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import data.sym.sym2 |
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import data.zmod.basic |
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import dynamics.fixed_points.basic |
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import field_theory.finite.basic |
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import geometry.euclidean.basic |
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import geometry.euclidean.circumcenter |
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import geometry.euclidean.monge_point |
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import geometry.euclidean.sphere |
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import init.data.nat.gcd |
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import linear_algebra.affine_space.affine_map |
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import linear_algebra.affine_space.independent |
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import linear_algebra.affine_space.ordered |
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import linear_algebra.finite_dimensional |
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import logic.equiv.basic |
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import measure_theory.integral.interval_integral |
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import number_theory.arithmetic_function |
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import number_theory.legendre_symbol.quadratic_reciprocity |
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import number_theory.primes_congruent_one |
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import order.bounds |
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import order.filter.basic |
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import order.well_founded |
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import topology.basic |
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import topology.instances.nnreal |
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''' |
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data = { |
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"working_file": import_statements |
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} |
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with open('data/notlean_dependency.json', 'w', encoding='utf-8') as f: |
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json.dump(data, f, indent=4) |
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def load_to_atp(): |
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data_path = 'pass_rate_results/math_train/1/10pass10.jsonl' |
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data = json.load(open(data_path, "r", encoding='utf-8')) |
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import pdb |
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pdb.set_trace() |
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if __name__ == '__main__': |
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load_to_atp() |
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