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| | Citations: Krylov subspace method for solving large unsymmetric linear systems - Saad (ResearchIndex) (Site not responding. Last check: 2007-11-05) |
 | | CG, Bi CG, CGS, Bi CGSTAB, restarted GMRES, restarted GCR and TFQMR solve a non singular system of n linear equations of the form Q 1 AQ 2 x = Q 1 b (1) where Q 1 and Q 2 are the.... |
 | | For the generalization to nonsymmetric systems a number of CG related orthogonalization methods were investigated in the late seventies and early eighties |
 | | On one hand, these algorithms can be classfied into the three types Orthomin, Orthores, Orthodir [73] names which are now also used for the corresponding CG variants for the symmetric and the symmetrizable case [36, 3] and are often abbreviated to Omin, Ores, Odir. |
| citeseer.lcs.mit.edu /context/85049/0 (6617 words) |
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