An Approach to Solution of Fractional Kinetic Equations Associated with Hyper-Bessel Function and k-Mittag-Leffeler Function

Abstract

In this present work, expressed the generalized fractional kinetic equations associated with Hyper

Bessel function and their fractional derivatives. Additionally, solutions are derived in terms of the

Mittag-Leffler function by employing the Laplace transform approach. Furthermore, a graphical

depiction of the solutions is offered to discuss particular cases of fractional kinetic equations and

show how they behave.