EVOLUTION-MANAGER

Edit File: test_faddeeva.py

import pytest

import numpy as np
from numpy.testing import assert_allclose
import scipy.special as sc
from scipy.special._testutils import FuncData

class TestVoigtProfile(object):

@pytest.mark.parametrize('x, sigma, gamma', [
        (np.nan, 1, 1),
        (0, np.nan, 1),
        (0, 1, np.nan)
    ])
    def test_nan(self, x, sigma, gamma):
        assert np.isnan(sc.voigt_profile(x, sigma, gamma))

@pytest.mark.parametrize('x, desired', [
        (-np.inf, 0),
        (np.inf, 0)
    ])
    def test_inf(self, x, desired):
        assert sc.voigt_profile(x, 1, 1) == desired

def test_against_mathematica(self):
        # Results obtained from Mathematica by computing
        #
        # PDF[VoigtDistribution[gamma, sigma], x]
        #
        points = np.array([
            [-7.89, 45.06, 6.66, 0.0077921073660388806401],
            [-0.05, 7.98, 24.13, 0.012068223646769913478],
            [-13.98, 16.83, 42.37, 0.0062442236362132357833],
            [-12.66, 0.21, 6.32, 0.010052516161087379402],
            [11.34, 4.25, 21.96, 0.0113698923627278917805],
            [-11.56, 20.40, 30.53, 0.0076332760432097464987],
            [-9.17, 25.61, 8.32, 0.011646345779083005429],
            [16.59, 18.05, 2.50, 0.013637768837526809181],
            [9.11, 2.12, 39.33, 0.0076644040807277677585],
            [-43.33, 0.30, 45.68, 0.0036680463875330150996]
        ])
        FuncData(
            sc.voigt_profile,
            points,
            (0, 1, 2),
            3,
            atol=0,
            rtol=1e-15
        ).check()

def test_symmetry(self):
        x = np.linspace(0, 10, 20)
        assert_allclose(
            sc.voigt_profile(x, 1, 1),
            sc.voigt_profile(-x, 1, 1),
            rtol=1e-15,
            atol=0
        )