The International Conference on Ad-Hoc Networks and Wireless (ADHOC-NOW) has
become a well-known venue for research dedicated to wireless sensor networks and mobile …

In this paper, we consider the time-dependent Maxwell's equations when Cole–Cole
dispersive medium is involved. The Cole–Cole model contains a fractional time derivative …

In this paper, we discuss a time domain finite element method for the approximate solution of
Maxwell's equations. A weak formulation is derived for the electric and magnetic fields with …

In this paper we develop a leap-frog-type finite element method for modeling the
electromagnetic wave propagation in metamaterials. The metamaterial model equations are …

In this paper, we suggest a new heterogeneous multiscale method (HMM) for the time-
harmonic Maxwell equations in locally periodic media. The method is constructed by using a …

In this work, Hamiltonian variational principle is employed to prove that Schrödinger–
Maxwell (SM) equations under Lorenz gauge exhibit a symplectic structure. Based on this …

In this paper we propose a finite element time-domain method for modeling the optical black
holes (OBHs) coupled with the perfectly matched layer (PML) technique. Stability analysis is …

We pursue a low-wavenumber, second-order homogenized solution of the time-harmonic
wave equation at both low and high frequency in periodic media with a source term whose …

We consider multiscale Maxwell-type equations in a domain (), which depend on
microscopic scales. Using multiscale convergence, we derive the multiscale homogenized …

A second‐order asymptotic analysis method is developed for the Steklov eigenvalue
problem in periodically perforated domain. By the two‐scale expansions of the …