Java source code of 'jhplot.math.num.random.BernoulliRandomVariable'

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package jhplot.math.num.random;


/**
 * 

* A random variable generator for the Bernoulli distribution. *

*

* References: *

    *
  1. Wikipedia contributors, "Bernoulli Distribution," Wikipedia, The Free * Encyclopedia, * http://en.wikipedia.org/wiki/Bernoulli_distribution
  2. *
*

* * @since 1.3 * @version $Revision: 1.3 $ $Date: 2007/11/18 23:51:19 $ */ public class BernoulliRandomVariable extends AbstractDiscreteRandomVariable { /** the probability of success. */ private double probabilityOfSuccess; /** * Default constructor. The probability of success is set to 0.5. */ public BernoulliRandomVariable() { this(0.5); } /** * Create a random variable with the given probability of success. * * @param p the probability of success. */ public BernoulliRandomVariable(double p) { this(p, new RandomRNG()); } /** * Create a random variable with the given probability of success and source * generator. * * @param p the probability of success. * @param source the source generator. */ public BernoulliRandomVariable(double p, RNG source) { super(source); setProbabilityOfSuccess(p); } /** * Access the next random variable using the given generator. * * @param p the probability of success. * @param source the source generator. * @return the next random variable. */ public static int nextRandomVariable(double p, RNG source) { return (p <= source.nextRandomNumber()) ? 1 : 0; } /** * Access the probability of success. * * @return the probability of success. */ private double getProbabilityOfSuccess() { return probabilityOfSuccess; } /** * Access the next random variable from this generator. * * @return the next random variable. */ public int nextRandomVariable() { return nextRandomVariable(getProbabilityOfSuccess(), getSource()); } /** * Modify the probability of success. * * @param p the new probability of success. */ private void setProbabilityOfSuccess(double p) { if (Double.isNaN(p) || p <= 0.0 || p >= 1.0) { throw new IllegalArgumentException("probability of success must" + "be between 0.0 and 1.0, exclusive."); } this.probabilityOfSuccess = p; } }