Add to ORKGA beta distribution is specified by range parameters a b, and two shape parameters alpha and beta 0. The computer program presented calculates any desired probability and/or fractile point for specified values of a, b, alpha, and beta. This program additionally computes gamma function values for integer and noninteger arguments
The beta distribution may be used as a stochastic model for continuous proportions in many situation...
In the area of stress-strength models there has been a large amount of work as regards estimation of...
In this paper, some closed form expressions for selected parameters for the probability density func...
AbstractBeta distributions are usually defined on the unit interval [0,1]. For wider applicability, ...
In this work we considered a general class of distributions gener- ated from the logit of the beta r...
The beta-normal distribution is characterized by four parameters that jointly describe the location,...
在眾多產生貝他分配的方法中，我們研究Kennedy的演算法。在本文中，我們探討在小樣本下，不同參數組合(k,p,q,r) 產生同一貝他分配的情形。 There are mAny methods ...
Some results for the bivariate normal distribution analysis are presented. Computer programs for con...
The purpose of this paper is to exhibit the main properties of Gamma and Beta distributions and show...
This manuscript illustrates the implementation and testing of nine statisticaldistributions, namely ...
Statistical inference for the mean of a beta distribution has become increasingly popular in various...
Some properties of a four-parameter beta-Weibull distribution are discussed. The beta-Weibull distri...
This paper introduces the beta linear failure rate geometric (BLFRG) distribution, which contains a ...
This paper introduces the beta linear failure rate geometric (BLFRG) distribution, which contains a ...
We define and study a new generalization of the Fréchet distribution called the beta exponential Fré...
The beta distribution may be used as a stochastic model for continuous proportions in many situation...
In the area of stress-strength models there has been a large amount of work as regards estimation of...
In this paper, some closed form expressions for selected parameters for the probability density func...
AbstractBeta distributions are usually defined on the unit interval [0,1]. For wider applicability, ...
In this work we considered a general class of distributions gener- ated from the logit of the beta r...
The beta-normal distribution is characterized by four parameters that jointly describe the location,...
在眾多產生貝他分配的方法中，我們研究Kennedy的演算法。在本文中，我們探討在小樣本下，不同參數組合(k,p,q,r) 產生同一貝他分配的情形。 There are mAny methods ...
Some results for the bivariate normal distribution analysis are presented. Computer programs for con...
The purpose of this paper is to exhibit the main properties of Gamma and Beta distributions and show...
This manuscript illustrates the implementation and testing of nine statisticaldistributions, namely ...
Statistical inference for the mean of a beta distribution has become increasingly popular in various...
Some properties of a four-parameter beta-Weibull distribution are discussed. The beta-Weibull distri...
This paper introduces the beta linear failure rate geometric (BLFRG) distribution, which contains a ...
This paper introduces the beta linear failure rate geometric (BLFRG) distribution, which contains a ...
We define and study a new generalization of the Fréchet distribution called the beta exponential Fré...
The beta distribution may be used as a stochastic model for continuous proportions in many situation...
In the area of stress-strength models there has been a large amount of work as regards estimation of...
In this paper, some closed form expressions for selected parameters for the probability density func...