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 …

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 …

Several wave scattering phenomena in optics are modeled by the method of fictitious
sources (MFS). Despite its interesting features, the effectiveness of the MFS and its …

The method of auxiliary sources (MAS) is an established technique for the numerical
solution of electromagnetic shielding and scattering problems exhibiting an increasing …

A very simple scattering problem is considered, together with its solution obtained via the
Method of Auxiliary Sources (MAS). We show that it is possible to concurrently have …

Differences between certain solvable and nonsolvable ill-posed integral equations, with the
same nonsingular kernel, are discussed. The main results come from constructing a …

In a recent paper, the method of auxiliary sources (MAS) with two excitation sources (MAS-
TES) was developed to compute the propagation constants of cylindrical dielectric …

This article proposes a novel optimization approach for the design of multilayered dielectric
cylindrical superdirective structures. The idea of utilizing the Dirac-delta function in the …

The method of auxiliary sources (MAS), also known as the method of fundamental solutions
(MFS), is a well-known computational method for the solution of boundary-value problems …