The dense matrix resulting from an integral equation (IE)-based solution of Maxwell's
equations can be compactly represented by an H 2-matrix. Given a general dense H 2 …

In this communication, a novel parallel fast direct solver based on adaptive cross
approximation (ACA) is presented for solving complex electromagnetic radiation problems …

In this article, a fast direct solver based on strong admissibility skeletonization factorization
(SASF) is proposed for electromagnetic scattering from conducting objects. Different from the …

A physics-based rank-revealing multilevel algorithm to more efficiently compute low-rank
(LR) approximations of the method of moments matrix blocks Zos is presented. Using …

A class of inherently compressible integral equation formulations for problems of scattering
by impenetrable objects, which makes use of generalized directional sources, is presented …

An integral equation formulation, using generalized directional sources, for 3-D scattering by
impenetrable and essentially-convex bodies, is presented. This formulation increases the …

A hierarchical-(or-) matrix fast direct solver, utilizing a generalized source integral equation
(IE) for essentially convex scatterers, that is suitable for both strong and weak admissibility …

A fast direct surface integral equation (SIE) solver based on a novel skeletonization
factorization scheme is proposed for electromagnetic scattering from electrically large and …

The butterfly (BF)-compressibility of moment matrix blocks is studied quantitatively for
various geometrical configurations and compression algorithm parameters. To enable …

To solve the electromagnetic (EM) scattering from multiple identical rigid targets with
traditional adaptive cross approximation method of moments (ACA-MoM), the multiple …