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Contents
require 'distribution/hypergeometric/ruby'
require 'distribution/hypergeometric/gsl'
require 'distribution/hypergeometric/java'
module Distribution
# From Wikipedia:
# In probability theory and statistics, the hypergeometric distribution is a discrete probability distribution that
# describes the number of successes in a sequence of n draws from a finite population without replacement, just as
# the binomial distribution describes the number of successes for draws with replacement.
module Hypergeometric
SHORTHAND='hypg'
extend Distributable
create_distribution_methods
##
# :singleton-method: pdf(k,m,n,total)
# This function computes the probability p(k) of obtaining k
# from a hypergeometric distribution with parameters
# m, n t.
# * m: number of elements with desired attribute on population
# * n: sample size
# * t: population size
##
# :singleton-method: cdf(k,m,n,total)
# These functions compute the cumulative distribution function P(k)
# for the hypergeometric distribution with parameters m, n and t.
# * m: number of elements with desired attribute on population
# * n: sample size
# * t: population size
##
# :singleton-method: p_value(k,m,n,total)
end
end
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8 entries across 8 versions & 1 rubygems