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 …

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

We present a rigorous full-wave electromagnetic approach to analyze the modes and
resonances of dielectric and plasmonic nanoparticles of practically any geometry. Using …

In recent years there have been tremendous advances in the theoretical understanding of
boundary integral equations for Maxwell problems. In particular, stable dual pairings of …

This article presents a full-wave method to characterize lossy conductors in an interconnect
setting. To this end, a novel and accurate differential surface admittance operator for cuboids …

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 new low-order discretization scheme for the identity operator in the magnetic field integral
equation (MFIE) is discussed. Its concept is derived from the weak-form representation of …

The ultimate goal in computational electromagnetics is to develop numerical methods and
algorithms that are effective, stable, and give accurate and error-controllable results over a …

A higher-order Nyström scheme is developed for discretizing the scalar potential integral
equation (SPIE) for analyzing electromagnetic field/wave interactions on penetrable …

The multitrace domain decomposition surface integral equation (MT-DD-SIE) originally
developed to analyze electromagnetic scattering from dielectric composite objects is …