QMR: a Quasi-Minimal Residual Method for Non-Hermitian Linear Systems (1991)

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by Roland W. Freund , Noël M. Nachtigal
Citations:333 - 26 self

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6 Recent Advances in Lanczos-Based Iterative Methods for Nonsymmetric Linear Systems – Roland W. Freund, Gene H. Golub, N.M. Nachtigal - 1992
100 Iterative Solution of Linear Systems – Roland Freund, Gene H. Golub, Noel M. Nachtigal - 1992
9 Iterative Solution of Linear Systems in the 20th Century – Yousef Saad, Henk A. van der Vorst - 2000
48 Recent computational developments in Krylov subspace methods for linear systems – Valeria Simoncini, Daniel B. Szyld - 2007
3 Iterative Methods for Linear Systems – Howard C. Elman - 1994
147 An Implementation of the Look-Ahead Lanczos Algorithm for Non-Hermitian Matrices Part I – Roland W. Freund, Martin H. Gutknecht, Noël M. Nachtigal - 1991
17 Lanczos Methods For The Solution Of Nonsymmetric Systems Of Linear Equations – Wayne Joubert - 1992
4 Closer to the solution: Iterative linear solvers – Gene H. Golub, Henk A. Van Der Vorst - 1997
20 Communication-Avoiding Krylov Subspace Methods – Mark Hoemmen - 2010
8 Breakdowns In The Implementation Of The Lanczos Method For Solving Linear Systems – C. Brezinski, M. Redivo-Zaglia, H. Sadok - 1993
Euclid, Padé And Lanczos, Another Golden Braid – Adhemar Bultheel, Marc Van Barel
23 The Unsymmetric Lanczos Algorithms And Their Relations To Padé Approximation, Continued Fractions, And The QD Algorithm – Martin H. Gutknecht - 1990
Implementation Aspects – For Eective Use
Numerical methods for large algebraic systems (wi4010) – Dr. Ir. C. Vuik - 2004
3 A theoretical overview of Krylov subspace methods – Rüdiger Weiss - 1995
Breakdowns and Stagnation in Iterative Methods. – Zbigniew Leyk
4 Hybrid Procedures and Semi-Iterative Methods for Linear Systems – C. Brezinski - 1995
77 A restarted GMRES method augmented with eigenvectors – Ronald B. Morgan - 1995
32 Implicitly restarted GMRES and Arnoldi methods for nonsymmetric systems of equations – Ronald B. Morgan