Time-fractional partial differential equations: a novel technique for analytical and numerical solutions

We use the q-homotopy analysis Shehu transform method in this article to obtain analytical and numerical solutions time fractional partial differential equations. also give two problems, as well a comparison study terms of absolute error with homotopy perturbation method, residual power series verify suggested technique’s effectiveness correctness. The graphical achieved by proposed show that it is computationally accurate may be used investigate