This research paper aims to introduce an extension of the k-Hurwitz–Lerch ζ-function of
matrix arguments and interpret its several properties, like generating matrix relations …

We present in this paper a generalization of the fractional kinetic equation using the
generalized incomplete Wright hypergeometric function. The pathway-type transform …

Several significant questions of mathematics and mathematical physics have been
effectively explained and answered through the use of fractional kinetic equations …

Abstract Fractional Kinetic equations (FKEs) including a wide variety of special functions are
widely and successfully applied in describing and solving many important problems of …

In this article, generalized pathway integral operator with the classical Gauss
hypergeometric function kernel and the fractional differential operators are used to studied …

The current paper discussed a new operator known as a fractal-fractional, considered in the
Caputo sense. We have investigated the fractional mathematical model of Tuberculosis (TB) …