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International Journal of Computer Mathematics Volume 79, 2002 - Issue 3
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Original Articles

A Seed Method for Solving Nonsymmetric Linear Systems with Multiple Right-hand Sides

Gui-Ding Gu Department of Mathematics, Shanghai University, Shanghai, 200436, PR China
Pages 307-326 | Published online: 15 Sep 2010

Citations (8)

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Read on this site (2)

Guiding Gu. (2005) Restarted GMRES augmented with harmonic Ritz vectors for shifted linear systems. International Journal of Computer Mathematics 82:7, pages 837-849.
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Guiding Gu, Jianjun Zhang & Zhanwen Li. (2003) Restarted Gmres Augmented With Eigenvectors For Shifted Linear Systems * Supported by the National Natural Science Foundation of China and the Science and Technology Developing Foundation of University in Shanghai of China. International Journal of Computer Mathematics 80:8, pages 1037-1047.
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Articles from other publishers (6)

Zhi-hui Zhu, Yang Feng, Xiao Yang, Hao Li & You Zou. (2024) An efficient parallel computing method for random vibration analysis of a three-dimensional train-track-soil coupled model using Seed-PCG algorithm基于Seed-PCG法的列车-轨道-地基土三维随机振动GPU并行计算方法. Journal of Central South University 31:1, pages 302-316.
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Ranran Li & Hao Liu. (2022) On global randomized block Kaczmarz method for image reconstruction. Electronic Research Archive 30:4, pages 1442-1453.
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Xinzhe Wu & Serge G. Petiton. (2019) A distributed and parallel unite and conquer method to solve sequences of non-Hermitian linear systems. Japan Journal of Industrial and Applied Mathematics 36:2, pages 663-684.
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Lakhdar Elbouyahyaoui & Mohammed Heyouni. (2018) On applying weighted seed techniques to GMRES algorithm for solving multiple linear systems. Boletim da Sociedade Paranaense de Matemática 36:3, pages 155-172.
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Xin Li, Hao Liu & Jingfu Zhu. (2014) MINRES Seed Projection Methods for Solving Symmetric Linear Systems with Multiple Right-Hand Sides. Mathematical Problems in Engineering 2014, pages 1-6.
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Zhan-wen Li, Yong Wang & Gui-ding Gu. (2005) Researted FOM for multiple shifted linear systems. Journal of Shanghai University (English Edition) 9:2, pages 107-113.
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