Analytical Solution for the Differential Equation Containing Generalized Fractional Derivative Operators and Mittag-Leffler-Type Function

الملخص EN

We discuss and derive the analytical solution for the fractional partial differential equation with generalized Riemann-Liouville fractional operator D0,tα,β of order α and β.

Here, we derive the solution of the given differential equation with the help of Laplace and Hankel transform in terms of Fox's H-function as well as in terms of Fox-Wright function ψpq.