New Discretization Schemes for Time-Harmonic Maxwell Equations by Weak   Galerkin Finite Element Methods
  This paper introduces new discretization schemes for time-harmonic Maxwell equations in a connected domain by using the weak Galerkin (WG) finite element method. The corresponding WG algorithms are analyzed for their stability and convergence. Error estimates of optimal order in various discrete Sobolev norms are established for the resulting finite element approximations. 
Chunmei Wang
math.NA