%0 Journal Article
%T Product of independent random variables involving inverted hypergeometric function type I variables
%A Daya Krishna Nagar
%A Edwin Zarrazola
%J -
%D 2009
%X The inverted hypergeometric function type I distribution has the probability density function proportional to [formula] where 2F1 is the Gauss hypergeometric function. In this article, we derive the probability density function of the product of two independent random variables having inverted hypergeometric function type I distribution. We also consider several other products involving inverted hypergeometric function type I, beta type I, beta type II, beta type III, Kummer-beta and hypergeometric function type I variables
%K appell's first hypergeometric function
%K beta distribution
%K Gauss hypergeometric function
%K Humbert¡¯s confluent hypergeometric function
%K product
%K transformation
%U http://publicaciones.eafit.edu.co/index.php/ingciencia/article/view/57