A comparison study of the efficiency and accuracy of a variety of meshless trial and test
functions is presented in this paper, based on the general concept of the meshless local …

In this paper, a simple and robust method, called the radial integration method, is presented
for transforming domain integrals into equivalent boundary integrals. Any two-or three …

In this review paper, we concentrate on the use of boundary integral equation (BIE) based
methods for the numerical modeling of elastic wave motion in naturally occurring media. The …

In this article, a non-singular and boundary-type meshless method in two dimensions is
developed to solve the potential problems. The solution is represented by a distribution of …

In this paper, a new and simple boundary element method without internal cells is presented
for the analysis of elastoplastic problems, based on an effective transformation technique …

This study documents the first attempt to apply the singular boundary method (SBM), a novel
boundary only collocation method, to two-dimensional (2D) elasticity problems. Unlike the …

In this paper, a new and simple boundary‐domain integral equation is presented for heat
conduction problems with heat generation and non‐homogeneous thermal conductivity …

The method of approximate particular solutions (MAPS) has been recently developed to
solve various types of partial differential equations. In the MAPS, radial basis functions play …

The recent advance in the development of various kinds of meshless methods for solving
partial differential equations has drawn attention of many researchers in science and …

In this paper a new technique is presented for transforming the domain integral related to the
source term that characterizes the Poisson Equation, within the scope of the boundary …