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import unittest | |
import numpy as np | |
from pysr import pysr, get_hof, best, best_tex, best_callable | |
import sympy | |
import pandas as pd | |
class TestPipeline(unittest.TestCase): | |
def setUp(self): | |
self.default_test_kwargs = dict( | |
niterations=10, | |
populations=4, | |
user_input=False, | |
annealing=True, | |
useFrequency=False, | |
) | |
np.random.seed(0) | |
self.X = np.random.randn(100, 5) | |
def test_linear_relation(self): | |
y = self.X[:, 0] | |
equations = pysr(self.X, y, **self.default_test_kwargs) | |
print(equations) | |
self.assertLessEqual(equations.iloc[-1]['MSE'], 1e-4) | |
def test_multioutput_custom_operator(self): | |
y = self.X[:, [0, 1]]**2 | |
equations = pysr(self.X, y, | |
unary_operators=["sq(x) = x^2"], binary_operators=["plus"], | |
extra_sympy_mappings={'square': lambda x: x**2}, | |
**self.default_test_kwargs) | |
print(equations) | |
self.assertLessEqual(equations[0].iloc[-1]['MSE'], 1e-4) | |
self.assertLessEqual(equations[1].iloc[-1]['MSE'], 1e-4) | |
def test_empty_operators_single_input(self): | |
X = np.random.randn(100, 1) | |
y = X[:, 0] + 3.0 | |
equations = pysr(X, y, | |
unary_operators=[], binary_operators=["plus"], | |
**self.default_test_kwargs) | |
print(equations) | |
self.assertLessEqual(equations.iloc[-1]['MSE'], 1e-4) | |
class TestBest(unittest.TestCase): | |
def setUp(self): | |
equations = pd.DataFrame({ | |
'Equation': ['1.0', 'cos(x0)', 'square(cos(x0))'], | |
'MSE': [1.0, 0.1, 1e-5], | |
'Complexity': [1, 2, 3] | |
}) | |
equations['Complexity MSE Equation'.split(' ')].to_csv( | |
'equation_file.csv.bkup', sep='|') | |
self.equations = get_hof( | |
'equation_file.csv', n_features=2, | |
variables_names='x0 x1'.split(' '), | |
extra_sympy_mappings={}, output_jax_format=False, | |
multioutput=False, nout=1) | |
def test_best(self): | |
self.assertEqual(best(), sympy.cos(sympy.Symbol('x0'))**2) | |
def test_best_tex(self): | |
self.assertEqual(best_tex(), '\\cos^{2}{\\left(x_{0} \\right)}') | |
def test_best_lambda(self): | |
f = best_callable() | |
X = np.random.randn(10, 2) | |
y = np.cos(X[:, 0])**2 | |
np.testing.assert_almost_equal(f(X), y) | |