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A two-level iterative scheme for general sparse linear systems based on approximate skew-symmetrizers

机译：一种基于近似歪曲对称仪的一般稀疏线性系统的两级迭代方案

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Murat Manguoğlu; Volker Mehrmann;
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年度 2021
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2. Iterative Approximate Factorization of Difference Operators of High-Order Accurate Bicompact Schemes for Multidimensional Nonhomogeneous Quasilinear Hyperbolic Systems [J] . Bragin M. D., Rogov B. V. Computational mathematics and mathematical physics . 2018,第3期

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3. Improvement of the recursive projection method for linear iterative scheme stabilization based on an approximate eigenvalue problem [J] . Renac F. Journal of Computational Physics . 2011,第14期

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5. Direct and Line Based Iterative Methods for Solving Sparse Block Linear Systems [D] . Yang, Xiaolin 2018

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6. Progressive Magnetic Resonance Image Reconstruction Based on Iterative Solution of a Sparse Linear System [O] . Yasser M. Kadah, Ahmed S. Fahmy, Refaat E. Gabr, 2006

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8. A Two-Level Difference Scheme for Systems of Non-Linear Second Order Hyperbolic Differential Equations [R] . Celmins, A. K. R. 1972

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A two-level iterative scheme for general sparse linear systems based on approximate skew-symmetrizers

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