Computational analysis of fractional kinetic equations having Bessel–Maitland function

Abstract

This paper’s objective is to arrange fractional active conditions while taking into account the Bessel–Maitland capability reported by Khan et al. The solution’s final form is expressed in terms of the Wright hypergeometric function, which allows us to define numerous additional fractional kinetic equation solutions. Generally, fractional kinetic condition is applied to many problems in astronomy and material science.