In this paper we review a number of auxiliary space based preconditioners for the second order definite and semi-definite Maxwell problems discretized with the lowest order Nédélec finite elements. We discuss the parallel implementation of the most promising of these methods, the ones derived from the recent Hiptmair-Xu (HX) auxiliary space decomposition [13]. An extensive set of numerical experiments demonstrate the scalability of our implementation on large-scale H(curl) problems
This paper presents the use of element-based algebraic multigrid (AMGe) hierarchies, implemented in ...
International audienceThis paper rigorously analyses preconditioners for the time-harmonic Maxwell e...
This paper presents the use of element-based algebraic multigrid (AMGe) hierarchies, implemented in ...
This report describes a parallel implementation of the auxiliary space methods for definite Maxwell ...
Motivated by the needs of large multi-physics simulation codes, we are interested in algebraic solve...
We propose a family of preconditioners for linear systems of equations arising from a piecewise poly...
We adapt the principle of auxiliary space preconditioning as presented in [J. Xu, The auxiliary spac...
Abstract. In this paper, we revisit an auxiliary space preconditioning method proposed by Xu [Comput...
Abstract. Maxwell equations are posed as variational boundary value problems in the function space H...
This paper analyses a two-level preconditioning scheme for H(curl) bilinear forms. The scheme utiliz...
Abstract We adapt the principle of auxiliary space preconditioning as presented in [J. Xu, The auxil...
This paper analyzes a two-level preconditioning scheme for H(curl) bilinear forms. The scheme utiliz...
This report provides several variants for constructing unstructured mesh AMG preconditioners for H(c...
AbstractH(curl) conforming finite element discretizations are a powerful tool for the numerical solu...
Maxwell interface problems are of great importance in many electromagnetic applications. Unfitted me...
This paper presents the use of element-based algebraic multigrid (AMGe) hierarchies, implemented in ...
International audienceThis paper rigorously analyses preconditioners for the time-harmonic Maxwell e...
This paper presents the use of element-based algebraic multigrid (AMGe) hierarchies, implemented in ...
This report describes a parallel implementation of the auxiliary space methods for definite Maxwell ...
Motivated by the needs of large multi-physics simulation codes, we are interested in algebraic solve...
We propose a family of preconditioners for linear systems of equations arising from a piecewise poly...
We adapt the principle of auxiliary space preconditioning as presented in [J. Xu, The auxiliary spac...
Abstract. In this paper, we revisit an auxiliary space preconditioning method proposed by Xu [Comput...
Abstract. Maxwell equations are posed as variational boundary value problems in the function space H...
This paper analyses a two-level preconditioning scheme for H(curl) bilinear forms. The scheme utiliz...
Abstract We adapt the principle of auxiliary space preconditioning as presented in [J. Xu, The auxil...
This paper analyzes a two-level preconditioning scheme for H(curl) bilinear forms. The scheme utiliz...
This report provides several variants for constructing unstructured mesh AMG preconditioners for H(c...
AbstractH(curl) conforming finite element discretizations are a powerful tool for the numerical solu...
Maxwell interface problems are of great importance in many electromagnetic applications. Unfitted me...
This paper presents the use of element-based algebraic multigrid (AMGe) hierarchies, implemented in ...
International audienceThis paper rigorously analyses preconditioners for the time-harmonic Maxwell e...
This paper presents the use of element-based algebraic multigrid (AMGe) hierarchies, implemented in ...