An implementation of the QMR method based on coupled two-term recurrences
SIAM Journal on Scientific Computing
Iterative solution methods
Element-Free AMGe: General Algorithms for Computing Interpolation Weights in AMG
SIAM Journal on Scientific Computing
AMGE Based on Element Agglomeration
SIAM Journal on Scientific Computing
Preconditioning of complex symmetric linear systems with applications in optical tomography
Applied Numerical Mathematics
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This paper is concerned with the numerical study of an algebraic multigrid preconditioner for complex symmetric system matrices. We use several different Krylov subspace methods as an outer iteration, namely the QMR method proposed by Freund and Nachtigal, the BiCGCR method of Clemens, and the CSYM method of Bunse-Gerstner and Stoever. In addition, we compare the results with the standard Jacobi preconditioner for complex symmetric problems. We test our approach on the numerical simulation of high-voltage insulators.