A Comparative Study of Fractional Partial Differential Equations with the Help of Yang Transform

In applied sciences and engineering, partial differential equations (PDE) of integer non-integer order play a crucial role. It can be challenging to determine these equations’ exact solutions. As result, developing numerical approaches obtain precise solutions kinds takes time. The homotopy perturbation transform method (HPTM) Yang decomposition (YTDM) are the subjects several recent findings that we describe. These techniques work well for fractional calculus applications. We also examine approximative Caputo derivative is employed because it enables inclusion traditional initial boundary conditions in formulation issue. This has major implications complicated problems. paper lists important characteristics YTDM HPTM. Our research numerous applications disciplines science engineering might seen as substitute current methods.