<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN" "http://www.w3.org/TR/html4/loose.dtd"> <html> <head> <meta http-equiv="content-type" content="text/html; charset=UTF-8"> <title>Probability mass function of the hypergeometric distribution</title> </head> <body><div class="manualnavbar" style="text-align: center;"> <div class="prev" style="text-align: left; float: left;"><a href="function.stats-dens-pmf-binomial.html">stats_dens_pmf_binomial</a></div> <div class="next" style="text-align: right; float: right;"><a href="function.stats-dens-pmf-negative-binomial.html">stats_dens_pmf_negative_binomial</a></div> <div class="up"><a href="ref.stats.html">Statistic Functions</a></div> <div class="home"><a href="index.html">PHP Manual</a></div> </div><hr /><div id="function.stats-dens-pmf-hypergeometric" class="refentry"> <div class="refnamediv"> <h1 class="refname">stats_dens_pmf_hypergeometric</h1> <p class="verinfo">(PECL stats >= 1.0.0)</p><p class="refpurpose"><span class="refname">stats_dens_pmf_hypergeometric</span> — <span class="dc-title">Probability mass function of the hypergeometric distribution</span></p> </div> <div class="refsect1 description" id="refsect1-function.stats-dens-pmf-hypergeometric-description"> <h3 class="title">Description</h3> <div class="methodsynopsis dc-description"> <span class="type">float</span> <span class="methodname"><strong>stats_dens_pmf_hypergeometric</strong></span> ( <span class="methodparam"><span class="type">float</span> <code class="parameter">$n1</code></span> , <span class="methodparam"><span class="type">float</span> <code class="parameter">$n2</code></span> , <span class="methodparam"><span class="type">float</span> <code class="parameter">$N1</code></span> , <span class="methodparam"><span class="type">float</span> <code class="parameter">$N2</code></span> )</div> <p class="para rdfs-comment"> Returns the probability mass at <code class="parameter">n1</code>, where the random variable follows the hypergeometric distribution of which the number of failure is <code class="parameter">n2</code>, the number of success samples is <code class="parameter">N1</code>, and the number of failure samples is <code class="parameter">N2</code>. </p> </div> <div class="refsect1 parameters" id="refsect1-function.stats-dens-pmf-hypergeometric-parameters"> <h3 class="title">Parameters</h3> <p class="para"> <dl> <dt> <code class="parameter">n1</code></dt> <dd> <p class="para"> The number of success, at which the probability mass is calculated </p> </dd> <dt> <code class="parameter">n2</code></dt> <dd> <p class="para"> The number of failure of the distribution </p> </dd> <dt> <code class="parameter">N1</code></dt> <dd> <p class="para"> The number of success samples of the distribution </p> </dd> <dt> <code class="parameter">N2</code></dt> <dd> <p class="para"> The number of failure samples of the distribution </p> </dd> </dl> </p> </div> <div class="refsect1 returnvalues" id="refsect1-function.stats-dens-pmf-hypergeometric-returnvalues"> <h3 class="title">Return Values</h3> <p class="para"> The probability mass at <code class="parameter">n1</code> or <strong><code>FALSE</code></strong> for failure. </p> </div> </div><hr /><div class="manualnavbar" style="text-align: center;"> <div class="prev" style="text-align: left; float: left;"><a href="function.stats-dens-pmf-binomial.html">stats_dens_pmf_binomial</a></div> <div class="next" style="text-align: right; float: right;"><a href="function.stats-dens-pmf-negative-binomial.html">stats_dens_pmf_negative_binomial</a></div> <div class="up"><a href="ref.stats.html">Statistic Functions</a></div> <div class="home"><a href="index.html">PHP Manual</a></div> </div></body></html>