@misc{10481/50157,
year = {2014},
url = {http://hdl.handle.net/10481/50157},
abstract = {A  novel  implicit  nodal  Space-Time  Discontinuous
Galerkin (STDG) method is proposed in this paper. An eigenvalue
analysis is performed and compared with that for a DG scheme
solved  with  a  4th-Order  Runge-Kutta  time  integrator.  We  show
that  STDG  offers  a  significant  improvement  of  dissipative  and
dispersive  properties  and  allows  larger  time  steps,  regardless  of
the  spatial  hp-refinement.  A  domain-decomposition  technique  is
used to introduce an explicit formulation of the method in order
to  render  it  computationally  efficient.},
organization = {This  work  is  partially  funded  by  the  National  Projects  TEC2010-20841-
C04-04,  TEC2013-48414-C3-01,  CSD2008-00068,  P09-TIC-5327,  P12-TIC-
1442, and from the GENIL excellence network.},
keywords = {Discontinuous Galerkin Methods},
keywords = {Computational Electrodynamics},
keywords = {Space-Time Discontinuous Galerkin},
title = {An Explicit Nodal Space-Time Discontinuous Galerkin Method for Maxwell’s Equations},
author = {Alvarez Gonzalez, Jesus and Fernández Pantoja, Mario Alberto and González García, Salvador and Díaz Angulo, Luis Manuel},
}