The large amount of light emitted from a light emitting diode (LED) being trapped inside the
semiconductor structure is the consequence of the large value of the refractive index. The …

Boundary integral equations are an important class of methods for acoustic and
electromagnetic scattering from periodic arrays of obstacles. For piecewise homogeneous …

We introduce a new methodology, based on new quasi-periodic Green functions which
converge rapidly even at and around Wood-anomaly configurations, for the numerical …

We present a solver for plane wave scattering from a periodic dielectric grating with a large
number M of inclusions lying in each period of its middle layer. Such composite material …

This paper presents a full-spectrum Green-function methodology (which is valid, in
particular, at and around Wood-anomaly frequencies) for evaluation of scattering by periodic …

Ewald's method is a technique for efficiently evaluating periodic Green's functions that is
frequently used in the physics and engineering literature. The choice of the truncation and …

The scattering of electromagnetic waves by periodic layered media plays a crucial role in
many applications in optics and photonics, in particular in nanoplasmonics for topics as …

In many applications of scientific and engineering interest the accurate modeling of
scattering of linear waves by periodic layered media plays a crucial role. From geophysics …

A boundary element method for computing bandgap structures of two-dimensional photonic
crystals is developed. For photonic crystals composed of a square or triangular lattice of …

The scattering of time-harmonic linear waves by periodic media arises in a wide array of
applications from materials science and nondestructive testing to remote sensing and …