# DISTRIBUCION HIPERGEOMETRICA PDF

En este trabajo demostramos que toda distribución hipergeométrica H(N, X,n) puede ser descrita como suma de pruebas independientes con probabilidades de. View distribucion from CFM at Universidad Nacional de Colombia. DISTRIBUCIN HIPERGEOMTRICA. Notacin: Formula: Luego. La distribución hipergeométrica h (x ; m, n, k) se puede aproximar por medio de Esta aplicación muestra gráficamente la aproximación entre distribuciones.

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The Gauss hypergeometric function 2 F 1 a, b; c; z satisfies Euler’s relation.

## Distribución hipergeométrica

The beta distribution sometimes does not provide suficient flexibility for a prior for probability of success in a binomial distribution. For properties and further results the reader distribucioj referred to Luke Nagar 1 and Danilo Bedoya Valencia 2.

In this article, we have derived the probability density functions of the product and the quotient of two independent random variables having Gauss hypergeometric distribution. You will then see the widget on your iGoogle distribjcion. For further results and properties, the reader is referred to Aryal and Nadarajah Applied Probability and Statistics. How to cite this article.

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In this section, we give definitions and results that are used in subsequent sections. A generalization of the beta distribution with applications. The hipergeoometrica theorem suggests a generalized beta type 2 distribution, from the Gauss hypergeometric distribution.

Distribuciln type 3 distribution and its multivariate generalization. To add the widget to Blogger, click here and follow the easy directions provided by Blogger.

### Wolfram|Alpha Widgets: “Distribucion Hipergeometrica (2)” – Free Statistics & Data Analysis Widget

Multivariate generalized beta distributions with applications to utility assessment. Using the independence, the joint pdf of X 1 and X 2 is given by. This distribution was defined and used by Libby and Novic The graph of the Gauss hypergeometric density for different values of the parameters is shown in the Figure 1. First, we give the following lemma useful in deriving these entropies. On the next page click the “Add” button.

It is straightforward to show that.

Several properties and special cases of this distribution are given in Johnson, Kotz and Balakrishnan 3, p. Services on Demand Article.

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