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The preconditioned simultaneous displacement method (PSD method) for elliptic difference equations
This paper introduces the Preconditioned Simultaneous Displacement iterative method (PSD method) in a new “computable” form for the numerical solution of linear systems of the form Au=b, where theExpand
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The ETA Model Operational Forecasting System and its Parallel Implementation
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Implementing Gauss Jordan on a hypercube multicomputer
TLDR
We consider the solution of dense algebraic systems on the NCUBE hypercube via the Gauss Jordan method and show that it is competitive to Gaussian elimination when pivoting is not used. Expand
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The extrapolated successive overrelaxation (ESOR) method for consistently ordered matrices
This paper develops the theory of the Extrapolated Successive Overrelaxation (ESOR) method as introduced by Sisler in [1], [2], [3] for the numerical solution of large sparse linear systems of theExpand
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On the dynamic acceleration of the preconditioned simultaneous displacement (psd) method
The Preconditioned Simultaneous Displacement (PSD) iterative method is considered for the solution of symmetric, sparse matrix problems, The development of a dynamic algorithm for improving theExpand
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The modified alternating direction preconditioning method for the numerical solution of the elliptic self-adjoint second order and biharmonic equations
This paper introduces a generalised ADI method called the Modified Alternating Direction Preconditioning method (MADP method) for the numerical solution of the elliptic self-adjoint second order andExpand
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