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Original Articles

Maximal order for multipoint methods with memory using hermitian information

Pages 223-241 | Received 01 May 1980, Published online: 19 Mar 2007

References

  • Brent , R.P. , Winograd , S. and Wolfe , P. 1973 . Optimal iterative processes for root-finding . Numer. Math , 20 : 327 – 341 .
  • Kung , H.T. and Traub , J.F. 1974 . Optimal order of one-point and multipoint iterations . JACM , 21 : 634 – 651 .
  • Meersman , R. 1976 . On maximal order of families of iterations for nonlinear equations , Brussels : Vrije Universiteit Brussel . Doctoral theses
  • Traub , J.F. 1964 . Iterative Methods for the Solution of Equations , Englewood Cliffs, NJ : Prentice-Hall .
  • Traub , J.F. and Woźiakowaki , H. 1978 . General theory of optimal error algorithms and analytic complexity. Part B: iterative model , Pittsburgh, PA : Carnegie-Mellon University . Technical report, Computer Science Department
  • Werschulz , A.G. . Multipoint methods with memory using hermitian information . in Proceedings of the Conference on Information Sciences and Systems . Baltimore, MD : Johns Hopkins University .
  • Woźniakowski , H. 1975 . Generalized information and maximal order of iteration for operator equations . SIAM J. Num. Anal , 12 : 121 – 135 .
  • Woźniakowski , H. and Traub , J.F. 1976 . “ Maximal order of multipoint iterations uisng n evaluations ” . In Analytic Computational Complexity , 75 – 107 . NY : Academic Press .

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