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Original Articles

A parallel gaussian elimination method for general linear systems

Pages 71-82 | Received 01 Mar 1991, Published online: 20 Mar 2007

References

  • Bekakos , M.P. and Evans , D.J. 1988 . Systolic LU-factorization'dequeues'for tridiagonal systems . Internal J. Computer Math , 25 : 299 – 320 .
  • Chawla , M.M. 1990 . A new folding Gaussian elimination algorithm for general linear systems . Internal J. Computer Math , 36 : 221 – 238 .
  • Cosnard , M. , Marrackchi , M. and Robert , Y. 1988 . Parallel Gaussian elimination on an MIMD Computer . Parallel Computing , 6 : 275 – 296 .
  • Dongarra , J.J. , Gustavson , F.G. and Karp , A. 1984 . Implementing linear algebra algorithms for dense matrices on a vector pipeline machine . SIAM Rev , 26 : 91 – 112 .
  • Evans , D.J. and Hatzopoulos , M. 1976 . The solution of certain banded systems of linear equations using the folding algorithm . Comput. J , 19 : 184 – 187 .
  • Fox , L. 1964 . An Introduction to Numerical Linear Algebra , Oxford : Oxford Univ. Press .
  • Gallivan , K.A. , plemmons , R.J. and Sameh , A.H. 1990 . Parallel algorithms for dense linear algebra computations . SIAM Rev , 32 : 54 – 135 .
  • Kuck , D.J. 1978 . The Structure of Computers and Computations , Vol. 1 , New York : John Wiley .
  • Wang , H.H. May 1987 . The partition method for solving tridiagonal equations on multiprocessor computers, Document number G 320-3499 , May , Palo Alto, CA : IBM Palo Alto Scientific Center . 94304

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