An Efficient Nonlinear Technique For Solving Fourth-order Fractional Integro-differential equations

Abstract

In this study univariate Padé approximation is applied to power series solutions of Fourth-order Fractional Integrodifferential equations. The fractional derivatives are described in the Caputo sense. Power series solutions of the Fractional Integro-differential equations are converted into rational power series solutions by applying univariate Padé approximation. Then the numerical results were compared to show the effectiveness of univariate Padé approximation.