• SOME INTEGRALS INVOLVING GENERALIZED POLYNOMIAL AND THE GENERALIZED H-FUNCTIONS

V. G. Gupta, Nawal Kishor Jangid*

Abstract


The aim of this paper is to derive some integrals pertaining to a product of H-function of several complex variables given by Srivastava and Panda, generalized polynomial (multivariable) defined by Srivastava and - function introduced by Inayat-Hussain[3].The integrals thus obtained is believed to be one of the most general integral established so far. The findings of this paper are sufficiently general in nature and are capable of yielding numerous (known or new) results involving classical orthogonal polynomials scattered in the literature.

Keywords


-function, generalized polynomials (multivariable),H-function of several complex variables,generalized Lauricella function.

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