Due to rapid development of boundary element method (BEM), this article explores the
evolution of BEM over the past half century. We here summarize the overall development …

The success of the wavelet boundary element method (BEM) depends on its matrix
compression capability. The wavelet Galerkin BEM (WGBEM) based on non-standard form …

So far, the wavelet boundary element method (BEM) has been recognized as a different kind
of fast BEM from the methods based on low-rank approximation, such as fast multipole …

We describe a new equivalent charge formulation (ECF), ie the combined ECF (CECF), for
electrostatic analysis of structures consisting of conductors and dielectrics. The CECF uses a …

An effective boundary element numerical algorithm combining the wavelet transform and
generalized minimum residual method for the solution of the electric field problem in …

A fast wavelet-multipole method (WMM) has been developed to achieve further speedup for
the boundary element method in solving the direct boundary integral equations. The main …

A multiwavelet Galerkin method for the simulation of two-dimensional incompressible
viscous fluid flow in primitive variables is developed in this paper. This method combines a …

A Galerkin boundary element method based on interpolatory Hermite trigonometric wavelets
is presented for solving 2-D potential problems defined inside or outside of a circular …

In this paper, a multiwavelet Galerkin boundary element method is presented for the fast
solution of the stationary Stokes problem in three dimensions. Piecewise linear …

A dual reciprocity multiwavelet Galerkin method is developed for the solution of Poisson׳ s
equation in this paper, which combines the dual reciprocity boundary element method …