Add to ORKGIn this paper we introduce and analyze a parallel ASM preconditioner for the system of equations arising from the nite element discretizations of fourth order elliptic problem with large jumps coecients on nonconforming meshes. Locally Morley nonconforming element is used. The condition number estimate proved here is almost optimal i.e. it grows polylogarithmically as the sizes of the meshes decrease
The paper proposes a Neumann- Neumann algorithm for the RHCT finite element nonmatching meshes. The ...
Abstract. Finite element methods for some elliptic fourth order singular perturbation problems are d...
We present a class of Schwarz preconditioners for discontinuous Galerkin approximations of elliptic ...
this paper we discuss two variants of the additive Schwarz method for solving systems of algebraic e...
Two-level additive Schwarz preconditioners are developed for the nonconforming P1 finite element app...
Abstract. Two additive Schwarz methods (ASMs) are proposed for the h-p version of the nite element m...
. In the first part of the paper, we introduce an overlapping mortar finite element methods for solv...
We study local refinement for an additive Schwarz method with overlap using the p-version finite ele...
In the paper a balanced Neumann- Neumann algorithm for the reduced HCT finite element nonmatching me...
In this paper, the well-known nonconforming Morley element for biharmonic equations in two spatial d...
A two-level additive Schwarz preconditioner is developed for the systems resulting from the discreti...
A symmetric and a nonsymmetric variant of the additive Schwarz preconditioner are proposed for the s...
Summary. In this paper we present a FETI-DP type algorithm for solving the system of algebraic equat...
This paper focusses on the von Kármán equations for the moderately large deformation of a very thin ...
This paper analyzes two-level Schwarz methods for matrices arising from the p-version finite element...
The paper proposes a Neumann- Neumann algorithm for the RHCT finite element nonmatching meshes. The ...
Abstract. Finite element methods for some elliptic fourth order singular perturbation problems are d...
We present a class of Schwarz preconditioners for discontinuous Galerkin approximations of elliptic ...
this paper we discuss two variants of the additive Schwarz method for solving systems of algebraic e...
Two-level additive Schwarz preconditioners are developed for the nonconforming P1 finite element app...
Abstract. Two additive Schwarz methods (ASMs) are proposed for the h-p version of the nite element m...
. In the first part of the paper, we introduce an overlapping mortar finite element methods for solv...
We study local refinement for an additive Schwarz method with overlap using the p-version finite ele...
In the paper a balanced Neumann- Neumann algorithm for the reduced HCT finite element nonmatching me...
In this paper, the well-known nonconforming Morley element for biharmonic equations in two spatial d...
A two-level additive Schwarz preconditioner is developed for the systems resulting from the discreti...
A symmetric and a nonsymmetric variant of the additive Schwarz preconditioner are proposed for the s...
Summary. In this paper we present a FETI-DP type algorithm for solving the system of algebraic equat...
This paper focusses on the von Kármán equations for the moderately large deformation of a very thin ...
This paper analyzes two-level Schwarz methods for matrices arising from the p-version finite element...
The paper proposes a Neumann- Neumann algorithm for the RHCT finite element nonmatching meshes. The ...
Abstract. Finite element methods for some elliptic fourth order singular perturbation problems are d...
We present a class of Schwarz preconditioners for discontinuous Galerkin approximations of elliptic ...