Some Properties of Generalized Srivastava’s Triple Hypergeometric Function HC,p,q(·)

In this paper, we obtain a ( p , q ) - generalization of Srivastava’s triple hypergeometric function H C ( · ) , along with its integral representations by using extended Beta function B p , q ( x , y ) introduced in 2014 by Choi et al. Also, we discuss some of its main fundamental properties such as the Mellin transform, derivative formula, recursive identity, and a bounded inequality. In addition, we obtain an integral form of H C , p , q ( · ) function involving Laguerre polynomials.