This paper is a review of all methods that have been used in the literature for the solution of
a very important and challenging set of problems, namely electromagnetic scattering from …

This paper reviews the recent progress of fast integral equation solvers at the Center for
Computational Electromagnetics and Electromagnetics laboratory, University of Illinois at …

Presented in this paper is a fast method to accurately model finite arrays of arbitrary three-
dimensional elements. The proposed technique, referred to as the array decomposition …

A fast algorithm for the evaluation of acoustic fields produced by given source distributions is
developed with the aim of accelerating iterative boundary element method (BEM) solvers …

We describe a massively parallel version of the single-level fast multipole method (FMM)
that employs the fast Fourier transform (FFT) for the translation stage. The proposed FMM …

An algorithm for the fast computation of the physical optics (PO) integral describing single
bounce back scattering in near-field scenarios is presented. The algorithm is based on a …

Previous work in antenna optimization has primarily focused on applications of optimization
algorithms in conjunction with problem-specific or semi-analytic tools. However, previous …

This Letter presents a fast solution to the electric‐field integral equation (EFIE) for large,
three‐dimensional, arbitrarily shaped objects. The EFIE is discretized by the method of …

The full-wave simulation of complex electromagnetic (EM) surfaces, such as reflectarrays
and metasurfaces, is a challenging problem. In this article, we present a macromodeling …

A spectral integral method is presented for electromagnetic scattering from dielectric and
perfectly electric conducting (PEC) objects with a closed boundary embedded in a layered …