Further Novel reductions of Kampé de Fériet function

Abstract

In a recent paper, Rathie and Pogany established thirty two novel and general reductions of two and three variables generalized hypergeometric functions. In this paper we provide twenty four further novel and general reduction formulas. The results are established by the application of Beta and Gamma integral methods to the three identities involving products of generalized hypergeometric functions obtained earlier by Kim and Rathie. As special cases, we mention some interesting results.

5 pages