// // Math.NET Numerics, part of the Math.NET Project // http://numerics.mathdotnet.com // http://github.com/mathnet/mathnet-numerics // http://mathnetnumerics.codeplex.com // Copyright (c) 2009-2010 Math.NET // Permission is hereby granted, free of charge, to any person // obtaining a copy of this software and associated documentation // files (the "Software"), to deal in the Software without // restriction, including without limitation the rights to use, // copy, modify, merge, publish, distribute, sublicense, and/or sell // copies of the Software, and to permit persons to whom the // Software is furnished to do so, subject to the following // conditions: // The above copyright notice and this permission notice shall be // included in all copies or substantial portions of the Software. // THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, // EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES // OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND // NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT // HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, // WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING // FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR // OTHER DEALINGS IN THE SOFTWARE. // using System.Collections.Generic; using System.Numerics; using NUnit.Framework; namespace MathNet.Numerics.Data.UnitTests { /// /// A class which includes some assertion helper methods particularly for numerical code. /// internal class AssertHelpers { /// /// Asserts that the expected value and the actual value are equal. /// /// The expected value. /// The actual value. public static void AreEqual(Complex expected, Complex actual) { if (expected.IsNaN() && actual.IsNaN()) { return; } if (expected.IsInfinity() && expected.IsInfinity()) { return; } var pass = expected.Real.AlmostEqual(actual.Real); if (!pass) { Assert.Fail("Real components are not equal. Expected:{0}; Actual:{1}", expected.Real, actual.Real); } pass = expected.Imaginary.AlmostEqual(actual.Imaginary); if (!pass) { Assert.Fail("Imaginary components are not equal. Expected:{0}; Actual:{1}", expected.Imaginary, actual.Imaginary); } } /// /// Asserts that the expected value and the actual value are equal. /// /// The expected value. /// The actual value. public static void AreEqual(Complex32 expected, Complex32 actual) { if (expected.IsNaN() && actual.IsNaN()) { return; } if (expected.IsInfinity() && expected.IsInfinity()) { return; } var pass = expected.Real.AlmostEqual(actual.Real); if (!pass) { Assert.Fail("Real components are not equal. Expected:{0}; Actual:{1}", expected.Real, actual.Real); } pass = expected.Imaginary.AlmostEqual(actual.Imaginary); if (!pass) { Assert.Fail("Imaginary components are not equal. Expected:{0}; Actual:{1}", expected.Imaginary, actual.Imaginary); } } /// /// Asserts that the expected value and the actual value are equal up to a certain number of decimal places. If both /// and are NaN then no assert is thrown. /// /// The expected value. /// The actual value. /// The number of decimal places to agree on. public static void AlmostEqual(double expected, double actual, int decimalPlaces) { if (double.IsNaN(expected) && double.IsNaN(actual)) { return; } var pass = expected.AlmostEqualRelative(actual, decimalPlaces); if (!pass) { // signals Gallio that the test failed. Assert.Fail("Not equal within {0} places. Expected:{1}; Actual:{2}", decimalPlaces, expected, actual); } } /// /// Asserts that the expected value and the actual value are equal up to a certain number of decimal places. If both /// and are NaN then no assert is thrown. /// /// The expected value. /// The actual value. /// The number of decimal places to agree on. public static void AlmostEqual(float expected, float actual, int decimalPlaces) { if (float.IsNaN(expected) && float.IsNaN(actual)) { return; } var pass = expected.AlmostEqualRelative(actual, decimalPlaces); if (!pass) { // signals Gallio that the test failed. Assert.Fail("Not equal within {0} places. Expected:{1}; Actual:{2}", decimalPlaces, expected, actual); } } /// /// Asserts that the expected value and the actual value are equal up to a certain number of decimal places. /// /// The expected value. /// The actual value. /// The number of decimal places to agree on. public static void AlmostEqual(Complex expected, Complex actual, int decimalPlaces) { var pass = expected.Real.AlmostEqualRelative(actual.Real, decimalPlaces); if (!pass) { Assert.Fail("Real components are not equal within {0} places. Expected:{1}; Actual:{2}", decimalPlaces, expected.Real, actual.Real); } pass = expected.Imaginary.AlmostEqualRelative(actual.Imaginary, decimalPlaces); if (!pass) { Assert.Fail("Imaginary components are not equal within {0} places. Expected:{1}; Actual:{2}", decimalPlaces, expected.Imaginary, actual.Imaginary); } } /// /// Asserts that the expected value and the actual value are equal up to a certain number of decimal places. /// /// The expected value. /// The actual value. /// The number of decimal places to agree on. public static void AlmostEqual(Complex32 expected, Complex32 actual, int decimalPlaces) { var pass = expected.Real.AlmostEqualRelative(actual.Real, decimalPlaces); if (!pass) { Assert.Fail("Real components are not equal within {0} places. Expected:{1}; Actual:{2}", decimalPlaces, expected.Real, actual.Real); } pass = expected.Imaginary.AlmostEqualRelative(actual.Imaginary, decimalPlaces); if (!pass) { Assert.Fail("Imaginary components are not equal within {0} places. Expected:{1}; Actual:{2}", decimalPlaces, expected.Imaginary, actual.Imaginary); } } /// /// Asserts that the expected value and the actual value are equal up to a certain /// maximum error. /// /// The type of the structures. Must implement /// . /// The expected value. /// The actual value. /// The accuracy required for being almost equal. public static void AlmostEqual(T expected, T actual, double maximumError) where T : IPrecisionSupport { if (!actual.AlmostEqualNorm(expected, maximumError)) { Assert.Fail("Not equal within a maximum error {0}. Expected:{1}; Actual:{2}", maximumError, expected, actual); } } /// /// Asserts that the expected value and the actual value are equal up to a certain /// maximum error. /// /// The expected value list. /// The actual value list. /// The accuracy required for being almost equal. public static void AlmostEqualList(IList expected, IList actual, double maximumError) { for (var i = 0; i < expected.Count; i++) { if (!actual[i].AlmostEqual(expected[i], maximumError)) { Assert.Fail("Not equal within a maximum error {0}. Expected:{1}; Actual:{2}", maximumError, expected[i], actual[i]); } } } /// /// Asserts that the expected value and the actual value are equal up to a certain /// maximum error. /// /// The expected value list. /// The actual value list. /// The accuracy required for being almost equal. public static void AlmostEqualList(IList expected, IList actual, double maximumError) { for (var i = 0; i < expected.Count; i++) { if (!actual[i].AlmostEqual(expected[i], maximumError)) { Assert.Fail("Not equal within a maximum error {0}. Expected:{1}; Actual:{2}", maximumError, expected[i], actual[i]); } } } /// /// Asserts that the expected value and the actual value are equal up to a certain /// maximum error. /// /// The type of the structures. Must implement /// . /// The expected value list. /// The actual value list. /// The accuracy required for being almost equal. public static void AlmostEqualList(IList expected, IList actual, double maximumError) where T : IPrecisionSupport { for (var i = 0; i < expected.Count; i++) { if (!actual[i].AlmostEqualNorm(expected[i], maximumError)) { Assert.Fail("Not equal within a maximum error {0}. Expected:{1}; Actual:{2}", maximumError, expected[i], actual[i]); } } } /// /// Asserts that the expected value and the actual value are equal up to a certain /// maximum error. /// /// The expected value list. /// The actual value list. /// The accuracy required for being almost equal. public static void AlmostEqualList(IList expected, IList actual, double maximumError) { for (var i = 0; i < expected.Count; i++) { if (!actual[i].AlmostEqual(expected[i], maximumError)) { Assert.Fail("Not equal within a maximum error {0}. Expected:{1}; Actual:{2}", maximumError, expected[i], actual[i]); } } } } }