AbstractIn this paper we study higher order weakly over-penalized symmetric interior penalty methods for second-order elliptic boundary value problems in two dimensions. We derive h–p error estimates in both the energy norm and the L2 norm and present numerical results that corroborate the theoretical results
AbstractIn this paper, we present improved a priori error estimates for a nonsymmetric interior pena...
summary:Second order elliptic systems with boundary conditions of Dirichlet, Neumann's or Newton's t...
AbstractThis paper presents an error estimate in the L2-norm for the discontinuous Galerkin finite e...
In this paper we study higher order weakly over-penalized symmetric interior penalty methods for sec...
AbstractIn this paper we study higher order weakly over-penalized symmetric interior penalty methods...
We introduce a new symmetric interior penalty method for symmetric positive definite second order el...
A weakly over-penalized nonsymmetric interior penalty method for second order elliptic boundary valu...
We propose and analyze several two-level non-overlapping Schwarz methods for a preconditioned weakly...
We discuss the optimality in L2 of a variant of the Incomplete Discontinuous Galerkin Interior Penal...
We develop a balancing domain decomposition by constraints preconditioner for a weakly over-penalize...
We devise new variants of the following nonconforming finite element methods: discontinuous Galerkin...
We propose and analyze several two-level additive Schwarz preconditioners for a weakly over-penalize...
A reliable and efficient residual based a posteriori error estimator is constructed for a weakly ove...
In this paper, we derive improved a priori error estimates for families of hybridizable interior pen...
Abstract. We consider an interior penalty discontinuous approximation for sym-metric elliptic proble...
AbstractIn this paper, we present improved a priori error estimates for a nonsymmetric interior pena...
summary:Second order elliptic systems with boundary conditions of Dirichlet, Neumann's or Newton's t...
AbstractThis paper presents an error estimate in the L2-norm for the discontinuous Galerkin finite e...
In this paper we study higher order weakly over-penalized symmetric interior penalty methods for sec...
AbstractIn this paper we study higher order weakly over-penalized symmetric interior penalty methods...
We introduce a new symmetric interior penalty method for symmetric positive definite second order el...
A weakly over-penalized nonsymmetric interior penalty method for second order elliptic boundary valu...
We propose and analyze several two-level non-overlapping Schwarz methods for a preconditioned weakly...
We discuss the optimality in L2 of a variant of the Incomplete Discontinuous Galerkin Interior Penal...
We develop a balancing domain decomposition by constraints preconditioner for a weakly over-penalize...
We devise new variants of the following nonconforming finite element methods: discontinuous Galerkin...
We propose and analyze several two-level additive Schwarz preconditioners for a weakly over-penalize...
A reliable and efficient residual based a posteriori error estimator is constructed for a weakly ove...
In this paper, we derive improved a priori error estimates for families of hybridizable interior pen...
Abstract. We consider an interior penalty discontinuous approximation for sym-metric elliptic proble...
AbstractIn this paper, we present improved a priori error estimates for a nonsymmetric interior pena...
summary:Second order elliptic systems with boundary conditions of Dirichlet, Neumann's or Newton's t...
AbstractThis paper presents an error estimate in the L2-norm for the discontinuous Galerkin finite e...