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hypergeometric distribution

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hypergeometric distribution [‚hī·pər‚jē·ə′me·trik ‚dis·trə′byü·shən]
(statistics)
The distribution of the numberDof special items in a random sample of sizesdrawn from a population of sizeNthat containsrof the special items:


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1] is the hypergeometric distribution, [alpha] and [beta] are the parameters of the Beta-distribution, C is the pathogen concentration, and V is volume of water.
The respective sample sizes were calculated by using the approximation formula of the hypergeometric distribution (9).
Introductory chapters bring readers up to date with the mathematics, probability and statistics preliminaries, with the chapters following describing families of discrete distributions, binomial distributions and negative binomial distribution, Poisson and hypergeometric distributions, logarithmic and Lagrangian distributions, mixture and stopped-sum distributions, matching, occupancy, runs, and q-series distributions, and parametric regression models.
 
 
 
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