The Multilevel Fast Multipole Algorithm (MLFMA) for Solving Large-Scale Computational
Electromagnetic Problems provides a detailed and instructional overview of implementing …

During the last two-three decades the importance of computer simulations based on
numerical full-wave solutions of Maxwell's has continuously increased in electrical …

Electromagnetic scattering by penetrable bodies often is modelled by the Poggio-Miller-
Chan-Harrington-Wu-Tsai (PMCHWT) integral equation. Unfortunately the spectrum of the …

In computational electromagnetics, the second-kind Fredholm integral equations are known
to have very fast iterative convergence but rather poor solution accuracy compared with the …

Conventional electric field integral equation-based theory is susceptible to the spurious
internal resonance problem when the characteristic modes (CMs) of closed perfectly …

Large-scale characteristic mode analysis (CMA) poses challenges in computational
electromagnetics as it calls for efficient solutions of large dense generalized eigenvalue …

The volume integral equation method is applied in electromagnetic scattering from arbitrarily
shaped three-dimensional inhomogeneous objects. The properties of the volume electric …

This paper discusses the application of the (surface) equivalence principle algorithm (EPA)
in solving electromagnetic scattering by multiple metallic and dielectric objects of arbitrary …

An accurate and efficient finite element-boundary integral (FE-BI) method with graphics
processing unit (GPU) acceleration is presented for solving electromagnetic problems with …

A Calderón preconditioned single-source equation to model the scattering at homogeneous
high dielectric contrast media is presented. It is shown that the proposed interaction matrix …