ON THE SRIVASTAVA’S FUNCTION OF MATRIX ARGUMENTS

Abstract

We establish some integral representations for the Srivastava’s triple hypergeometric function  of matrix arguments which generalize some of the recent results of Choi, Hasanov and Turaev [12] for this function. We prove our results by employing the Mathai’s matrix transform technique for real symmetric positive definite matrices as arguments. Towards the end of the paper we also give the corresponding results when the argument matrices are complex Hermitian positive definite.