The alternate strip-based iterative substructuring algorithms are preconditioning techniques for the discrete systems which arise from the finite element approximation of symmetric elliptic boundary value problems. The algorithms presented in this paper may be viewed as simple, direct extensions of the two disjoint subdomains case to the multiple domains decomposition with interior cross-points. The separate treatment of vertex points is avoided by dividing the original nonoverlapping subdomains into strip-subregions. Both scalability and efficiency are enhanced by alternating the direction of the strips
Abstract. The purpose of this paper is to give a unified investigation of a class of nonoverlapping ...
The slice-based substructuring methods introduced in this paper are Schur complement solvers for the...
The vertex space algorithm of Smith is a domain decomposition method for two dimensional elliptic pr...
The alternate strip-based iterative substructuring algorithms are preconditioning techniques for the...
The alternate strip-based substructuring algorithms are efficient preconditioning techniques for the...
The domain decomposition strategies proposed in this thesis are efficient preconditioning techniques...
Abstract. An optimal iterative method for solving systems of linear algebraic equations arising from...
In this paper we consider domain decomposition preconditioners based on a vertex-oriented (VO) decom...
A two-level preconditioning method for the solution of elliptic boundary value problems using finite...
Two-level domain decomposition methods are very powerful techniques for the efficient numerical solu...
Two-level Schwarz domain decomposition methods are very powerful techniques for the efficient numeri...
. An optimal iterative method for solving systems of linear algebraic equations arising from nonconf...
. For nonselfadjoint elliptic boundary value problem which are preconditioned by a substructuring me...
The nonoverlapping domain decomposition methods form a class of domain decomposition methods, for wh...
. Domain decomposition methods provide powerful preconditioners for the iterative solution of the la...
Abstract. The purpose of this paper is to give a unified investigation of a class of nonoverlapping ...
The slice-based substructuring methods introduced in this paper are Schur complement solvers for the...
The vertex space algorithm of Smith is a domain decomposition method for two dimensional elliptic pr...
The alternate strip-based iterative substructuring algorithms are preconditioning techniques for the...
The alternate strip-based substructuring algorithms are efficient preconditioning techniques for the...
The domain decomposition strategies proposed in this thesis are efficient preconditioning techniques...
Abstract. An optimal iterative method for solving systems of linear algebraic equations arising from...
In this paper we consider domain decomposition preconditioners based on a vertex-oriented (VO) decom...
A two-level preconditioning method for the solution of elliptic boundary value problems using finite...
Two-level domain decomposition methods are very powerful techniques for the efficient numerical solu...
Two-level Schwarz domain decomposition methods are very powerful techniques for the efficient numeri...
. An optimal iterative method for solving systems of linear algebraic equations arising from nonconf...
. For nonselfadjoint elliptic boundary value problem which are preconditioned by a substructuring me...
The nonoverlapping domain decomposition methods form a class of domain decomposition methods, for wh...
. Domain decomposition methods provide powerful preconditioners for the iterative solution of the la...
Abstract. The purpose of this paper is to give a unified investigation of a class of nonoverlapping ...
The slice-based substructuring methods introduced in this paper are Schur complement solvers for the...
The vertex space algorithm of Smith is a domain decomposition method for two dimensional elliptic pr...