Abstract

Fractional kinetic equations are relevant to a variety of problems related to science and engineering. This chapter studies fractional kinetic equations by deriving them from physical problems and generalizing them in terms of polynomial weighted incomplete I-functions, incomplete Ī-functions, incomplete Ħ-functions, and incomplete H-functions. The Laplace transform approach is employed to obtain solutions for generalized fractional kinetic problems. Analytic solutions for numerous forms of kinetic equation are concretely examined with reference to specific examples.