Numerical methods are of great importance in the study of electromagnetic scattering from
random rough surfaces. This review provides an overview of rough surface scattering and …

No surface is perfectly flat at every length scale. However, all natural and man-made
surfaces show some degree of roughness. Therefore, it is imperative to know how surface …

We study theoretically the light scattering from metal wires of arbitrary cross section, with
emphasis on the occurrence of plasmon resonances. We make use of the rigorous …

A numerical technique for studying the generation of second-harmonic radiation in the
interaction of light with two-dimensional particles of arbitrary shape is described. The …

We introduce a general fractal lattice growth model, significantly expanding the application
scope of the fractal in the realm of optics. This model can be applied to construct various …

By means of rigorous numerical simulation calculations based on the Green's theorem
integral equation formulation, we study the near electromagnetic field in the vicinity of very …

We present calculations of the efficiency of excitation of surface plasmon‐polaritons (SPPs)
with surface structures illuminated by focussed beams. First, it is shown that the low …

We study the optical properties of metallic lamellar gratings with sub-wavelength period as a
function of the groove depth and width, in situations in which there is only one propagating …

We propose a method for the determination of the band structure, reflectance, and
transmittance of one-and two-dimensional photonic crystals that is based on the solution of …

The frequencies of the electromagnetic surface shape resonances of both p-and s-
polarizations associated with a rectangular groove on the otherwise planar surface of a …