Government College, Kaladera, Jaipur, Rajasthan, India, E-mail: dryashu23@yahoo.in
Online published on 7 May, 2019.
In the present paper, the author has studied about the structures which are the products and ratios of statistically independently distributed positive real scalar random variables. The author has derived the exact density of a slightly different Type-2 beta density by the Mellin Transform and Hankel Tranform of the unknown density and afterthat the unknown density has been derived in terms of certain generalized hypergeometric functions by taking the inverse Mellin transform and Inverse Hankel Transform. A more general structure of Type-2 beta density has also been discussed. Some special cases in terms of H -function are also given.
Type-2 Beta density, Wright's Generalized Hypergeometric Function, I - function, H - function, Mellin Transform, Inverse Mellin Transform, Hankel Transform, Inverse Hankel Transform
