A Modified Techniques of Fractional-Order Cauchy-Reaction Diffusion Equation via Shehu Transform

In this article, the iterative transformation method and homotopy perturbation are applied to calculate solution of time-fractional Cauchy-reaction diffusion equations. technique, Shehu is combined iteration techniques. Four examples examined show validation efficacy present methods. The approximate solutions achieved by suggested methods indicate that approach easy apply given problems. Moreover, in series form has desire rate convergence provides closed-form solutions. It noted procedure can be modified other directions fractional order These current technique very straightforward helpful perform sciences.