In this paper, we present a brief survey of the generalized differential transform method. The
main property of the method is its flexibility and ability to provide approximate solutions of …

Purpose The main purpose of this work is to develop a novel algorithm based on Scale-3
Haar wavelets (S-3 HW) and quasilinearization for numerical simulation of dynamical …

This paper studies the steady-state heat transfer through a functionally graded plate in
ultrahigh temperature environment. The thermal conductivity is assumed to be temperature …

This paper studies the peristaltic transport of a viscoelastic fluid (with the fractional second-
grade model) through an inclined cylindrical tube. The wall of the tube is modelled as a …

The aim of the present study is to obtain approximate solutions of the fractional counterpart
of a boundary value problem that appears in electrohydrodynamic flows by using …

Systematic construction of fractional ordinary differential equations [FODEs] has gained
much attention nowadays research because dimensional homogeneity plays a major role in …

In this article, two radial basis functions based collocation schemes, differentiated and
integrated methods (DRBF and IRBF), are extended to solve a class of nonlinear fractional …

Abstract‎ This paper present a numerical method for fractional differential‎ equations using
Chebyshev finite difference method‎.‎ The fractional‎ derivatives are described in the Caputo …

We apply the local fractional Fourier series method for solving nonlinear equation with local
fractional operators. This method is the coupling of the local fractional Fourier series …

In this paper fractional differential transform method is implemented for modelling and
solving system of the time fractional chemical engineering equations. In this method the …