In the classical Schwarz framework for conforming approximations of non-symmetric and indefinite problems [5, 6] the finite element space is optimally decomposed into the sum of a finite number of uniformly overlapped, two-level subspaces. In each iteration step, a coarse mesh problem and a numbe
We present a class of Schwarz preconditioners for discontinuous Galerkin approximations of elliptic ...
Solving the linear elasticity and Stokes equations by an optimal domain decomposition method derived...
Abstract. We analyse the spectral bounds of nonoverlapping domain decomposition precondi-tioners for...
In the classical Schwarz framework for conforming approximations of nonsymmetric and indefinite prob...
In the classical Schwarz framework for conforming approximations of nonsymmetric and indefinite prob...
We consider a scalar advection--diffusion problem and a recently proposed discontinuous Galerkin app...
In recent years, domain decomposition (DD) techniques have been extensively used to solve efficientl...
We propose and study some new additive, two-level non-overlapping Schwarz preconditioners for the so...
In this article we address the question of efficiently solving the algebraic linear system of equati...
In this article we consider the application of Schwarz-type domain decomposition preconditioners to ...
We propose and study some new additive, two-level non-overlapping Schwarz preconditioners for the s...
In this article we consider the application of Schwarz-type domain decomposition preconditioners for...
We propose and analyze overlapping two-level additive Schwarz preconditioners for the local disconti...
Summary. We present a class of Schwarz preconditioners for discontinuous Galerkin approximations of ...
We present a class of Schwarz preconditioners for discontinuous Galerkin approximations of elliptic ...
Solving the linear elasticity and Stokes equations by an optimal domain decomposition method derived...
Abstract. We analyse the spectral bounds of nonoverlapping domain decomposition precondi-tioners for...
In the classical Schwarz framework for conforming approximations of nonsymmetric and indefinite prob...
In the classical Schwarz framework for conforming approximations of nonsymmetric and indefinite prob...
We consider a scalar advection--diffusion problem and a recently proposed discontinuous Galerkin app...
In recent years, domain decomposition (DD) techniques have been extensively used to solve efficientl...
We propose and study some new additive, two-level non-overlapping Schwarz preconditioners for the so...
In this article we address the question of efficiently solving the algebraic linear system of equati...
In this article we consider the application of Schwarz-type domain decomposition preconditioners to ...
We propose and study some new additive, two-level non-overlapping Schwarz preconditioners for the s...
In this article we consider the application of Schwarz-type domain decomposition preconditioners for...
We propose and analyze overlapping two-level additive Schwarz preconditioners for the local disconti...
Summary. We present a class of Schwarz preconditioners for discontinuous Galerkin approximations of ...
We present a class of Schwarz preconditioners for discontinuous Galerkin approximations of elliptic ...
Solving the linear elasticity and Stokes equations by an optimal domain decomposition method derived...
Abstract. We analyse the spectral bounds of nonoverlapping domain decomposition precondi-tioners for...