We present three parallel solvers for parabolic equation. The solution methods, which are based on non-overlapping explicit/implicit time marching and implicit correction, are simple, stable, and communicationally inexpensive. Numerical experiments con rm that the solver is unconditionally stable and highly scalable with respect to the machine and problem sizes
In this paper, a splitting Crank–Nicolson (SC-N) scheme with intrinsic parallelism is proposed for p...
Several domain decomposition methods for approximating solutions of parabolic problems are given. Th...
The standard numerical algorithms for solving parabolic partial differential equations are inherentl...
Domain decomposition algorithms for parallel numerical solution of parabolic equations are studied f...
Abstract In this paper, a new parallel algorithm for solving parabolic equations is proposed. The ne...
Two parallel non-overlapping domain decomposition algorithms for solving parabolic partial different...
AbstractTwo parallel domain decomposition procedures for solving initial-boundary value problems of ...
AbstractExplicit–implicit domain decomposition (EIDD) is a class of globally non-iterative, non-over...
156 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1988.A parallel algorithm for the ...
A three-dimensional, nonsymmetric, domain decomposition algorithm is developed. The algorithm is bas...
A domain decomposition procedure for parabolic equations is described. In this procedure, the comput...
Abstract: Parallel solvers for three-dimensional parabolic equations are required for sca...
We compare standard parallel algorithms for solving linear parabolic partial differential equations....
AbstractA combination of a time discretization and domain decomposition methods for the solution of ...
The numerical solution of a parabolic partial differential equation is usually calculated by a times...
In this paper, a splitting Crank–Nicolson (SC-N) scheme with intrinsic parallelism is proposed for p...
Several domain decomposition methods for approximating solutions of parabolic problems are given. Th...
The standard numerical algorithms for solving parabolic partial differential equations are inherentl...
Domain decomposition algorithms for parallel numerical solution of parabolic equations are studied f...
Abstract In this paper, a new parallel algorithm for solving parabolic equations is proposed. The ne...
Two parallel non-overlapping domain decomposition algorithms for solving parabolic partial different...
AbstractTwo parallel domain decomposition procedures for solving initial-boundary value problems of ...
AbstractExplicit–implicit domain decomposition (EIDD) is a class of globally non-iterative, non-over...
156 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1988.A parallel algorithm for the ...
A three-dimensional, nonsymmetric, domain decomposition algorithm is developed. The algorithm is bas...
A domain decomposition procedure for parabolic equations is described. In this procedure, the comput...
Abstract: Parallel solvers for three-dimensional parabolic equations are required for sca...
We compare standard parallel algorithms for solving linear parabolic partial differential equations....
AbstractA combination of a time discretization and domain decomposition methods for the solution of ...
The numerical solution of a parabolic partial differential equation is usually calculated by a times...
In this paper, a splitting Crank–Nicolson (SC-N) scheme with intrinsic parallelism is proposed for p...
Several domain decomposition methods for approximating solutions of parabolic problems are given. Th...
The standard numerical algorithms for solving parabolic partial differential equations are inherentl...