Significant behavior of generalized fractional operators in aspects of k-special functions

摘要

The main goal of this paper is to discuss the behavior of generalized fractional operators and
its applications with special functions. Moreover, we develop significant results of generalized
fractional operators with the power function associated with Bessel function of first kind and
visualized in the form of generalized Wright hypergeometric functions. Also, we establish
the behavior of generalized these all results discussed in k-fractional calculus.