A review is presented for analysis of problems in engineering & the sciences, with the use of
the meshless local Petrov-Galerkin (MLPG) method. The success of the meshless methods …

In this article, the meshless local radial point interpolation method is applied to analyze three
space dimensional wave equations of the form subject to given initial and Dirichlet boundary …

The present article develops a semi-discrete numerical scheme to solve the time-fractional
stochastic advection–diffusion equations. This method, which is based on finite difference …

The purpose of the current investigation is to determine numerical solution of time-fractional
diffusion-wave equation with dam** for Caputo's fractional derivative of order α (1< α≤ 2) …

In this article, a general type of two-dimensional time-fractional telegraph equation
explained by the Caputo derivative sense for (1< α≤ 2) is considered and analyzed by a …

This paper proposes an approach based on the Galerkin weak form and moving least
squares (MLS) approximation to simulate three space dimensional nonlinear wave equation …

In this article, a new spectral meshless radial point interpolation (SMRPI) technique is
proposed and, as a test problem, applied to the two-dimensional diffusion equation with an …

In this paper the meshless local radial point interpolation (MLRPI) method is applied to
simulate a nonlinear partial integro-differential equation arising in population dynamics. This …

In this article, a numerical scheme is implemented to approximate the solution of time
fractional stochastic Korteweg–de Vries (KdV) equation. The structure of the proposed …

Modeling failure mechanisms in solids by using sharp crack discontinuities suffers various
shortcomings that can be diminished by diffusive crack conception or phase-field method …