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Original Articles

Non-stationary iterative solution of positive definite linear systems

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Pages 289-304 | Received 29 Jun 1998, Published online: 19 Mar 2007

References

  • Campos , F. F. , filho and Rollet , J. S. 1992 . Study of convergence behaviour of conjugate gradient-type methods for solving unsymmetric systems , U.K : Oxford University Computing Laboratory . Report no. 24/92
  • Evans , D. J. and Santos , N. R. 1993 . Nonstationary iterative methods for stochastic Systems . Comp. Stud. Rep. 831 , Loughborough University of Technology U.K.
  • Santos , N. R. 1991 . Applying the JII, JII-SI and CG methods to two classes of linear problems . Linear Algebra Appl. , 158 : 99 – 127 .
  • Santos , N. R. and Evans , D. J. 1994 . Chebyshev semi-iterative solution of stochastic and Ortega problems based on second degree Richardson, method . Intern. J. Computer Math. , 53 : 45 – 59 .
  • Santos , N. R. and Linhares , O. L. 1986 . Convergence of Chebyshev semi-iterative methods . J. Comput. Appl. Math. , 16 : 59 – 68 .
  • Segerlind , L. J. 1976 . Applied Finite Element Analysis , Wiley & Sons, Inc. .
  • Varga , R. S. 1962 . Matrix Iterative Analysis , Englewood Cliffs, N. J : Prentice Hall .
  • Young , D. M. 1971 . Iterative Solution of Large Linear Systems , N. York : Academic Press .
  • Young , D. M. 1972 . Second degree iterative methods for the solution of large linear systems . J. of Approximation Theory , 5 : 137 – 148 .

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