Solving systems of fractional differential equations by modified fractional differential transform method with adomian polynomials

Abstract

In this article, we use a new algorithm as FDT with Adomian polynomials is carried out for solving systems of non-linear fractional differential equations. We approximate solutions to the system of nonlinear equations using this innovative method and discuss the suggested technique of convergence analysis. The theoretical findings and the performance of the numerical approximation are supported by numerical examples. Moreover, using the Python programming, we do numerical and graphical analysis.