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GENERALIZED INVERSE RATIONAL EXTRAPOLATION METHODS FOR MATRIX SEQUENCES

GENERALIZED INVERSE RATIONAL EXTRAPOLATION METHODS FOR MATRIX SEQUENCES
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摘要 Assume that a convergent matrix sequence{A<sub>n</sub>}:A<sub>n</sub>→A(n→∞), A<sub>n</sub>,A∈C<sup>3×3</sup>.We want to form a new matrix sequence {H<sub>n</sub>}, derived from {A<sub>n</sub>}, which has also A aslimit and whose convergence is faster than the of {A<sub>n</sub>}. Three rational extrapolation meth-ods for accelerating the convergence of matrix sequences {A<sub>n</sub>} are presented in this paper.The underlying methods are based on the generalized inverse for matrices which is
基金 The works is supported by the National Natural Science Foundation of China(19871054)
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参考文献3

  • 1P. R. Graves-Morris.Extrapolation methods for vector sequences[J].Numerische Mathematik.1992(1)
  • 2L. Wuytack.A new technique for rational extrapolation to the limit[J].Numerische Mathematik.1971(3)
  • 3Gu,C.Q.Generalized inverse matrix Padé approximation on the basis of scalar products[].Linear Algebra and Its Applications.2000

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