Methods employing auxiliary sources are applied to electromagnetic scattering problems by
2-D noncircular scatterers. Specific cases are considered for which the singularities of the …

This paper presents a comprehensive review of research conducted on the Method of
Auxiliary Sources (MAS) over a period of the last 22 years, ie, since the last up-to-date …

In this work, the auxiliary-current vector norm (ACVN)-based method of auxiliary sources
(MAS) is extended and employed for the computation of the cutoff wavenumbers (or …

The method of auxiliary sources (MAS) is one of the numerical methods employed for the
determination of the cutoff wavenumbers (eigenvalues) of cylindrical waveguides. According …

The method of auxiliary sources with an excitation source (MAS-ES) is a reliable method for
determining the eigenvalues in hollow, 2-D waveguides. This is done using a-dependent …

The Method of Auxiliary Sources (MAS) is an established technique for the numerical
solution of electromagnetic (EM) scattering and radiation problems. This paper presents a …

Two-dimensional problems involving many identical small circles are considered; the circles
are the cross sections of parallel wires, modelling a cage or a grating. Both electrostatic and …

Implementation of the multifilament current method (MFCM) to analyze the scattering from
homogeneous anisotropic cylinders is introduced. The z-directed electric and magnetic line …

We present a multifilament current method (MFCM) to accurately and efficiently determine
the cutoff wavenumbers (cutoff frequencies or eigenfrequencies) of homogeneous …

It is shown that with a precise determination of a few derivatives of the hadronic vacuum
polarization (HVP) self-energy function Π (Q 2) at Q 2= 0, from lattice QCD (LQCD) or from a …