Some results of generalized k-fractional integral operator with k-Bessel function

Abstract

In this paper, we discuss Saigo fractional integral k-operators in which Gauss Hypergeometric k-function using as a kernel, and Riemann Liouville fractional integral k-operators with the composition of power k-function and Bessel k-function of first kind. Also, we develop generalized fractional k-integral operators involving Appell k-function as its kernal with the composition of Bessel k-function and results will be establish in terms of generalized Wright Hypergeometric k-function.