AbstractThe application of a conforming spectral collocation method to certain nonconforming domain decompositions leads to global matrices which have a particular block structure. We study the performance of various direct linear system solvers, some of which exploit this block structure, on a Cray J-916 vector computer, an SGI Power Challenge 8000, and an IBM RS6000 workstation
AbstractWhen a Chebyshev spectral collocation method is applied to a flow problem in a rectangularly...
AbstractIn this article we briefly discuss two preconditioner techniques, the Neumann–Neumann-precon...
The numerical analysis of spectral methods when non-constant coefficients appear in the equation, ei...
AbstractThe application of a conforming spectral collocation method to certain nonconforming domain ...
AbstractA conforming spectral domain decomposition technique is described for the solution of Stokes...
AbstractA conforming domain decomposition Chebyshev spectral collocation method is developed for the...
In this paper, a new numerical scheme based on non-overlapping domain decompositions and integrated ...
Several block iteration preconditioners are proposed and analyzed for the solution of elliptic probl...
This work addresses the algorithmical aspects of spectral methods for elliptic equations. We focus o...
AbstractA conforming domain decomposition Chebyshev spectral collocation method is developed for the...
Hyperbolic systems of conversation laws are considered which are discretized in space by spectral co...
Spectral collocation methods have proven to be efficient discretization schemes for many aerodynamic...
We propose and analyze several block iteration preconditioners for the solution of elliptic problems...
We propose and analyze several block iteration preconditioners for the solution of elliptic problems...
We propose and analyze several block iteration preconditioners for the solution of elliptic problems...
AbstractWhen a Chebyshev spectral collocation method is applied to a flow problem in a rectangularly...
AbstractIn this article we briefly discuss two preconditioner techniques, the Neumann–Neumann-precon...
The numerical analysis of spectral methods when non-constant coefficients appear in the equation, ei...
AbstractThe application of a conforming spectral collocation method to certain nonconforming domain ...
AbstractA conforming spectral domain decomposition technique is described for the solution of Stokes...
AbstractA conforming domain decomposition Chebyshev spectral collocation method is developed for the...
In this paper, a new numerical scheme based on non-overlapping domain decompositions and integrated ...
Several block iteration preconditioners are proposed and analyzed for the solution of elliptic probl...
This work addresses the algorithmical aspects of spectral methods for elliptic equations. We focus o...
AbstractA conforming domain decomposition Chebyshev spectral collocation method is developed for the...
Hyperbolic systems of conversation laws are considered which are discretized in space by spectral co...
Spectral collocation methods have proven to be efficient discretization schemes for many aerodynamic...
We propose and analyze several block iteration preconditioners for the solution of elliptic problems...
We propose and analyze several block iteration preconditioners for the solution of elliptic problems...
We propose and analyze several block iteration preconditioners for the solution of elliptic problems...
AbstractWhen a Chebyshev spectral collocation method is applied to a flow problem in a rectangularly...
AbstractIn this article we briefly discuss two preconditioner techniques, the Neumann–Neumann-precon...
The numerical analysis of spectral methods when non-constant coefficients appear in the equation, ei...