package com.compomics.util.test.math; import com.compomics.util.math.statistics.distributions.BinomialDistribution; import junit.framework.Assert; import junit.framework.TestCase; import org.apache.commons.math.util.MathUtils; /** * Test for the probability calculation of the binomial distribution. * * @author Marc Vaudel */ public class TestBinomialDistribution extends TestCase { /** * Tests the exp function */ public void testP() { double tolerance = Math.pow(10, -10); int n = 487; double p = 0.125; BinomialDistribution binomialDistribution = new BinomialDistribution(n, p); for (int k = 1; k < n; k++) { double result = results[k - 1]; Double probability = binomialDistribution.getProbabilityAt((double) k); Double error = probability - result; if (Math.abs(error) >= tolerance) { probability = binomialDistribution.getProbabilityAt((double) k); System.out.println("Probability: " + probability); System.out.println("Estimation: " + error); System.out.println("Error: " + error); } Assert.assertTrue(Math.abs(error) < tolerance); } } /** * Results obtained using excel */ private double[] results = {3.98430652880611000000E-27, 1.38312355214268000000E-25, 3.19435677518669000000E-24, 5.52167385425120000000E-23, 7.61990991886674000000E-22, 8.74475376403280000000E-21, 8.58413583775461000000E-20, 7.35783071807536000000E-19, 5.59428716501295000000E-18, 3.82009894982304000000E-17, 2.36647688190338000000E-16, 1.34100356641192000000E-15, 6.99974389061170000000E-15, 3.38559041239789000000E-14, 1.52512787148971000000E-13, 6.42732460127806000000E-13, 2.54392427495966000000E-12, 9.48924134310343000000E-12, 3.34620615783122000000E-11, 1.11858891561787000000E-10, 3.55361240539825000000E-10, 1.07531388371141000000E-09, 3.10572022314168000000E-09, 8.57770347343886000000E-09, 2.26941526182984000000E-08, 5.76082335695263000000E-08, 1.40515321034666000000E-07, 3.29780855489523000000E-07, 7.45662131377782000000E-07, 1.62625360081440000000E-06, 3.42487509480268000000E-06, 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