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Original Articles

Iterative solvers of Ax = b derived from ode's numerical integration methods

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Pages 165-174 | Received 30 Nov 1995, Published online: 19 Mar 2007

References

  • Young , D. M. 197 . Iterative Solutions of Large Systems , NY, London : Academic Press .
  • Varga , R. S. 1962 . Matrix Iterative Analysis Englewood Cliffs, NJ, Prentice Hall
  • Albrecht , P. and Klein , M. 1984 . Extrapolated Iterative Methods for Linear Systems, SI AM J. Num. Anal , 12 : 192 – 201 .
  • Henrici , P. 1962 . Discrete Variable Methods in Ordinary Differential Equations , New York : John Wiley and Sons .
  • Isaacson , E. and Keller , H. B. 1962 . Numerical Analysis , NY : John Wiley and Sons .
  • Dahlquist , G. and Bjorck , A. 1974 . Numerical Methods Prentice Hall, INC
  • Evans , E. J. and Martins , M. M. 1992 . On the Convergence of the Extrapolated AQR Method . Intern. J.Computer Math , 43 : 161 – 171 .
  • Martins , M. M. and Trigo , M. E. 1993 . On the Convergence of the MSOR method for some classes of matrices . SIAM J. Matrix Anal. Appl , 14 ( 1 ) : 122 – 131 .
  • Hadjidimos , A. and Neumann , M. 1993 . On Domains of Superior Convergence of the SSOR Method to that of the SOR Method . Linear Algebra and its Applications , 187 ( 1 ) : 67 – 85 .

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