Article
Open Access
Additive Average Schwarz Methods for Discretization of Elliptic Problems with Highly Discontinuous Coefficients
-
M. Dryja
and
M. Sarkis
Published/Copyright:
January 1, 2010
Received: 2010-02-21
Revised: 2010-03-18
Accepted: 2010-05-27
Published Online: 2010
Published in Print: 2010
© Institute of Mathematics, NAS of Belarus
Articles in the same Issue
- A Preconditioned Minimal Residual Solver for a Class of Linear Operator Equations
- Analysis of a Class of Penalty Methods for Computing Singular Minimizers
- Additive Average Schwarz Methods for Discretization of Elliptic Problems with Highly Discontinuous Coefficients
- A Regularizing Parameter for Some Fredholm Integral Equations
- Runge-Kutta Nystrom Method of Order Three for Solving Fuzzy Differential Equations
- Computation of the Hartree-Fock Exchange by the Tensor-Structured Methods
- A Flux-Corrected Finite Element Method for Chemotaxis Problems
Keywords for this article
domain decomposition methods;
additive Schwarz method;
finite element method;
discontinuous Galerkin method;
elliptic problems with highly discontinuous coefficients;
heterogeneous coefficients
Creative Commons
BY-NC-ND 4.0
Articles in the same Issue
- A Preconditioned Minimal Residual Solver for a Class of Linear Operator Equations
- Analysis of a Class of Penalty Methods for Computing Singular Minimizers
- Additive Average Schwarz Methods for Discretization of Elliptic Problems with Highly Discontinuous Coefficients
- A Regularizing Parameter for Some Fredholm Integral Equations
- Runge-Kutta Nystrom Method of Order Three for Solving Fuzzy Differential Equations
- Computation of the Hartree-Fock Exchange by the Tensor-Structured Methods
- A Flux-Corrected Finite Element Method for Chemotaxis Problems
