We present a comprehensive and self-contained discussion of the use of the transfer matrix
to study propagation in one-dimensional lossless systems, including a variety of examples …

The study of mono-coupled periodic structures has gained renewed interest by the scientific
community due to the new applications of metamaterials and meta-structures. Much …

Historically, the physics, energy spectrum, and wave functions of superlattices have had
different levels of understanding. Unlike the standard approaches, based on theorems for …

We offer a consistent dynamical formulation of stationary scattering in two and three
dimensions (2D and 3D) that is based on a suitable multidimensional generalization of the …

We investigate the transmittivity spectra, fields, and energy distribution of the
electromagnetic eigenwaves propagating in a one-dimensional (1D) dielectric photonic …

The transfer matrix method is considered to obtain the fundamental properties of 1D Dirac-
like problems. The case of 1D problems in monolayer graphene is addressed. The main …

Using a simple approach that requires neither the Bloch functions nor the reciprocal lattice,
new, compact, and rigorous analytical formulas are derived for an accurate evaluation of …

We develop a transfer-matrix formulation of the scattering of electromagnetic waves by a
general isotropic medium which makes use of a notion of electromagnetic transfer matrix …

Mode localization sensing has been recently introduced as an alternative resonant sensing
protocol. It has been shown to exhibit several advantages over other resonant methods, in …

Based on the standard multiband Hamiltonians, the quadratic eigenvalue problem method
and the multichannel transfer matrix technique, we develop a general approach to study …