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53 lines
2.0 KiB
53 lines
2.0 KiB
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namespace MathNet.Numerics.UnitTests.SpecialFunctionsTests
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{
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using System;
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using NUnit.Framework;
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/// <summary>
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/// Exponential Integral tests.
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/// </summary>
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[TestFixture, Category("Distributions")]
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public class ExponentialIntegralTests
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{
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[TestCase(0.001d, 6.33153936413614904)]
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[TestCase(0.1d, 1.82292395841939059)]
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[TestCase(1.0d, 0.219383934395520286d)]
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[TestCase(2.0d, 0.0489005107080611248d)]
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[TestCase(2.5d, 0.0249149178702697399)]
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[TestCase(10.0d, 4.15696892968532464e-06)]
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public void ExponentialIntegral_Matches_MATLAB_and_R_expint_E1(double x, double result)
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{
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double actual = SpecialFunctions.ExponentialIntegral( x, 1 );
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double delta = Math.Abs( result - actual );
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AssertHelpers.AlmostEqualRelative( result, actual, 13 );
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}
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[TestCase(0.001d, 2, 0.992668960469238915)]
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[TestCase(0.1d, 2, 0.722545022194020392)]
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[TestCase(1.0d, 2, 0.148495506775922048)]
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[TestCase(2.0d, 2, 0.0375342618204904527)]
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[TestCase(10.0d, 2, 3.830240465631608e-06)]
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public void ExponentialIntegral_Matches_R_expint_En(double x, int n, double result)
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{
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double actual = SpecialFunctions.ExponentialIntegral(x, n);
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double delta = Math.Abs(result - actual);
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AssertHelpers.AlmostEqualRelative(result, actual, 13);
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}
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[TestCase(0.001d, 0, 999.000499833375)]
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[TestCase(0.1d, 0, 9.048374180359595)]
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[TestCase(1.0d, 0, 0.3678794411714423)]
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[TestCase(2.0d, 0, 0.06766764161830635)]
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[TestCase(10.0d, 0, 4.539992976248485e-06)]
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public void ExponentialIntegral_SpecialCase_EXP_Matches_from_R_expint_En(double x, int n, double result)
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{
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double actual = SpecialFunctions.ExponentialIntegral(x, n);
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double delta = Math.Abs(result - actual);
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AssertHelpers.AlmostEqualRelative(result, actual, 13);
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}
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}
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}
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