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https://github.com/open-thought/reasoning-gym.git
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a0e291d066
This commit introduces a new dataset for complex number arithmetic operations: - Implements ComplexArithmeticDataset for generating complex number problems - Supports addition, subtraction, multiplication, and division operations Part of the algebra tasks collection in reasoning-gym.
89 lines
No EOL
2.9 KiB
Python
89 lines
No EOL
2.9 KiB
Python
import pytest
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from reasoning_gym.algebra.complex_arithmetic import ComplexArithmeticConfig, ComplexArithmeticDataset
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def test_complex_arithmetic_basic():
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"""Test basic functionality of complex arithmetic dataset."""
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config = ComplexArithmeticConfig(
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min_real=-5,
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max_real=5,
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min_imag=-5,
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max_imag=5,
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operations=("+", "-", "*", "/"),
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seed=42,
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size=10
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)
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dataset = ComplexArithmeticDataset(config)
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print(dataset)
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# Test dataset size
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assert len(dataset) == 10
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# Test a specific item
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item = dataset[0]
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assert "question" in item
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assert "answer" in item
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assert "metadata" in item
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# Add more detailed assertions
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assert isinstance(item["question"], str)
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assert isinstance(item["answer"], str)
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assert isinstance(item["metadata"], dict)
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# Check metadata structure
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assert "num1" in item["metadata"]
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assert "num2" in item["metadata"]
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assert "operation" in item["metadata"]
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assert "result" in item["metadata"]
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# Check data types in metadata
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assert isinstance(item["metadata"]["num1"], tuple)
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assert isinstance(item["metadata"]["num2"], tuple)
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assert len(item["metadata"]["num1"]) == 2 # Real and imaginary parts
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assert len(item["metadata"]["num2"]) == 2
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assert isinstance(item["metadata"]["operation"], str)
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assert isinstance(item["metadata"]["result"], tuple)
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# dump dataset into a text file
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with open("complex_arithmetic_dataset.txt", "w") as f:
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for item in dataset:
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f.write(str(item) + "\n")
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def test_complex_arithmetic_scoring():
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"""Test scoring function with various answer formats."""
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config = ComplexArithmeticConfig(seed=42)
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dataset = ComplexArithmeticDataset(config)
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# Create a test case with known answer
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metadata = {
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"result": (3.0, 2.0) # represents 3 + 2i
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}
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# Test various correct answer formats
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assert dataset.score_answer("3 + 2i", metadata) == 1.0
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assert dataset.score_answer("3+2i", metadata) == 1.0
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assert dataset.score_answer("3.0 + 2.0i", metadata) == 1.0
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# Test incorrect answers
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assert dataset.score_answer("2 + 3i", metadata) == 0.0
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assert dataset.score_answer("3", metadata) == 0.0
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assert dataset.score_answer("inf + 2i", metadata) == 0.0
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assert dataset.score_answer("2i", metadata) == 0.0
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assert dataset.score_answer("invalid", metadata) == 0.0
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def test_complex_arithmetic_division_by_zero():
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"""Test that division by zero is handled properly."""
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config = ComplexArithmeticConfig(
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operations=("/",), # Only test division
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seed=42
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)
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dataset = ComplexArithmeticDataset(config)
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# Check multiple items to ensure no division by zero
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for i in range(10):
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item = dataset[i]
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num2 = complex(*item["metadata"]["num2"])
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assert num2 != 0 |