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Original Articles

Round-off analysis of the wz matrix factorisation methodFootnote*

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Pages 61-81 | Received 15 Oct 1993, Published online: 19 Mar 2007

References

  • Evans , D. J. and Hatzopoulos , M. 1979 . The Parallel Solution of Linear Systems . J. ACM ,
  • Shanehchi J. The Determination of Sparse Eigensystems and Parallel Linear System Solvers Ph.D. Thesis, Loughborough University of Technology 1980
  • Wilkinson , J. H. 1965 . The Algebraic Eigenvalue Problem , Oxford : Clarendon Press .
  • Voevodin , V. V. and Yalamov , P. Y. 1990 . “ A New Method of Round-orTError Analysis ” . In Proc. of the Workshop on Parallel and Distributed Processing , Edited by: Boyamov , K. Amsterdam : Elsevier .
  • Yalamov P. Y. Round-off Errors and Graphs Preprint N4, (submitted to SI AM J. Sci. Comp.) Technical University of Rousse 1991
  • Evans , D. J. and Levin , M. 1991 . Inversion of Matrices by the Double Bordering Method on MIMD Computers . Parallel Computing , 17 : 591 – 602 .
  • Evans , D. J. 1992 . A Systolic Array Design for Matrix System Solution by the Symmetric Bordering Method . Parallel Computing , 18 : 195 – 205 .
  • Higham , N. 1990 . Bounding the Error in the Gaussian Elimination for Tridiagonal Matrices . SI AM J. Matrix Anal. Appl , 11 : 521 – 530 .
  • Wilkinson , J. H . 1961 . Error Analysis of Direct Methods of Matrix Inversion . J. ACM , 8 : 281 – 330 .

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