In this article, a new analytical technique based on an innovative transformation is used to
solve (2+ time fractional-order) dimensional physical models. The proposed method is the …

In this paper, we pursue the general form of the fractional reduced differential transform
method (DTM) to (N+ 1)-dimensional case, so that fractional order partial differential …

This work focuses on transient thermal behavior of radial fins of rectangular, triangular and
hyperbolic profiles with temperature-dependent properties. A hybrid numerical algorithm …

In this paper the generalized differential transform method is applied to obtain an
approximate solution of linear and nonlinear differential equation of fractional order with …

In this paper, the MHD Jeffery–Hamel flow with cu-water nanofluid between two smooth
rectangular walls with the transverse magnetic field is studied. Differential transform method …

The new fractal models of the (1+ 1)-dimensional and (n+ 1)-dimensional nonlinear local
fractional Harry Dym equation (HDE) on Cantor sets are derived and the analytical …

Fractional Bloch equation is a generalized form of the integer order Bloch equation. It
governs the dynamics of an ensemble of spins, controlling the basic process of nuclear …

Computer viruses are an extremely important aspect of computer security, and
understanding their spread and extent is an important component of any defensive strategy …

In this paper, we have studied the fractional order model of tumor cells growth and their
interactions with general immune effector cells, by using multi-step generalized differential …

In the present paper, we utilized fractional reduced differential transform method (FRDTM) to
get the better optimal solution of space-time fractional order heat-like and wave-like partial …