Certain fractional q-integral formulas for the basic I-function of two variables

Abstract

In the present paper, we derive two theorems involving fractional q-integral operators of Erd\'{e}lyi-Kober type involving the basic analogue of the I-function of two variables. Corresponding assertions for the Riemann-Liouville and Weyl fractional q-integral transforms are also presented. Several special cases of the main results have also been illustrated.