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Physics‐based preconditioner for iterative algorithms in multi‐scatterer and multi‐boundary method of moments formulations

International Journal for Numerical Methods in Engineering, 2002
AbstractAn efficient method to solve electromagnetic scattering problems involving several metallic scatterers or bodies composed of dielectric and metallic regions is proposed. So far, the method of moments has successfully been applied to large arrays of identical scatterers when it was combined with preconditioned iterative algorithms to solve for ...
Hagen, J. v., Wiesbeck, Werner
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A Class of Preconditioners Based on Positive-Definite Operator Splitting Iteration Methods for Variable-Coefficient Space-Fractional Diffusion Equations

Communications on Applied Mathematics and Computation, 2020
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Jun-Feng Yin, Yi-Shu Du
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An Auto-Tuning Technique of the Weighted Jacobi-Type Iteration Used for Preconditioners of Krylov Subspace Methods

2012 IEEE 6th International Symposium on Embedded Multicore SoCs, 2012
The Jacobi iteration is often used for preconditioners with high parallel efficiency of Krylov subspace methods to solve very large linear systems. However, these preconditioners do not always show great improvement of the convergence rate, because of the strict convergence condition and the poor convergence property of the Jacobi iteration.
Akira Imakura   +3 more
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A splitting preconditioner for the iterative solution of implicit Runge-Kutta and boundary value methods

BIT Numerical Mathematics, 2014
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Preconditioners for Sparse Iterative Methods

2011
Bruce Leasure   +54 more
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Sparse Iterative Methods, Preconditioners for

2011
Jack Dongarra   +58 more
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