To elucidate the ground motion amplification due to combined soil and topographic effects,
an analytical formulation in the framework of classical elastodynamics is derived for the …

In this article, we propose a new mathematical model, namely a multi-term fractional
diffusion equation, for oxygen delivery through a capillary to tissues. Fractional calculus is …

The aim of this article is to introduce a modified analytical approach to obtain quick and
accurate solution of wave-like fractional physical models. This modified analytical approach …

Recently Adomian method was used to solve various kinds of heat-like and wave-like
equations. In this Letter, an alternative approach called the variational iteration method is …

The present study is an attempt to obtain solutions of wave-like and heat-like equations with
high-dimensional in large domains through the well-known variational iteration method …

In the present paper, the solutions of the fractional vibration equation for very large
membranes are obtained with the help of two powerful methods, the variational iteration …

In present paper, the same strategy as Buckley–Feuring by the variational iteration method
are used for find exact fuzzy solution of the fuzzy wave-like equations in one and two …

Purpose This paper aims to suggest the approximate solution of time fractional heat-like and
wave-like (TFH-L and WL) equations with variable coefficients. The proposed scheme …

In this Letter, He's homotopy perturbation method is applied to heat-like and wave-like
equations with variable coefficients. The solutions are introduced in this Letter are in …

This paper deals with implementation of “homotopy perturbation new integral transform
(HPNIT) method" to get an approximate series solution of space-and time fractional (STF)(n+ …