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International Journal of Computer Mathematics Volume 73, 2000 - Issue 4
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Original Articles

Cyclic and stride reduction methods for generalised tridiagonal matrices

D.J Evans Dept. of Computing, Nottingham Trent University, Nottingham, NGI4BU, UK
Pages 487-492 | Received 15 Aug 1998, Published online: 19 Mar 2007

Citations (5)

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Read on this site (3)

Ji-teng Jia, Qiong-xiang Kong & Tomohiro Sogabe. (2012) A fast numerical algorithm for solving nearly penta-diagonal linear systems. International Journal of Computer Mathematics 89:6, pages 851-860.
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Tan Wang, Masashi Iwasaki & Yoshimasa Nakamura. (2010) On condition numbers in the cyclic reduction processes of a tridiagonal matrix. International Journal of Computer Mathematics 87:13, pages 3079-3093.
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D.J. Evans. (2001) Solving separable elliptic equations by the block stride reduction algorithm. International Journal of Computer Mathematics 76:3, pages 375-386.
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Articles from other publishers (2)

Masato Shinjo, Tan Wang, Masashi Iwasaki & Yoshimasa Nakamura. (2021) Roots of Characteristic Polynomial Sequences in Iterative Block Cyclic Reductions. Mathematics 9:24, pages 3213.
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Munehiro Nagata, Masatsugu Hada, Masashi Iwasaki & Yoshimasa Nakamura. (2016) Eigenvalue clustering of coefficient matrices in the iterative stride reductions for linear systems. Computers & Mathematics with Applications 71:1, pages 349-355.
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