Preconditioning techniques for large linear systems: a survey
Journal of Computational Physics
A new iterative technique for large and dense linear systems from the MEI method in electromagnetics
Applied Mathematics and Computation
Journal of Computational Physics
Journal of Computational and Applied Mathematics
International Journal of High Performance Computing Applications
A new implementation of the CMRH method for solving dense linear systems
Journal of Computational and Applied Mathematics
International Journal of Computer Mathematics - Fast Iterative and Preconditioning Methods for Linear and Non-Linear Systems
An efficient high-order boundary element method for nonlinear wave-wave and wave-body interactions
Journal of Computational Physics
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In this paper we discuss several sparse-matrix-based preconditioners suitable for preconditioning dense linear systems of boundary element equations. All preconditioners involve only O(n) nonzeros. We provide a framework for constructing operator-splitting-based preconditioners and use it to analyze a class of sparse preconditioners. For singular integral equations, a more efficient preconditioner is proposed that has a band-2 structure.