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The type I distribution of the ratio of independent 'Weibullized' generalized beta-prime variables

机译:独立的“ Weibullized”广义β-prime变量的比率的I型分布

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摘要

In this paper we introduce the distribution of X-1(c)/X-1(c)+X-2(c), with c>0, where X-i, i = 1, 2, are independent generalized beta-prime-distributed random variables, and establish a closed form expression of its density. This distribution has as its limiting case the generalized beta type I distribution recently introduced by Nadarajah and Kotz ( 2004). Due to the presence of several parameters the density can take a wide variety of shapes.
机译:在本文中,我们介绍了X-1(c)/ X-1(c)+ X-2(c)的分布,其中c> 0,其中Xi,i = 1,2是独立的广义beta-prime-分布随机变量,并建立其密度的封闭形式表达。 Nadarajah和Kotz(2004)最近引入了I型广义beta分布作为其极限情况。由于存在多个参数,因此密度可以采用多种形状。

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