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Applicable Analysis
An International Journal
Volume 85, 2006 - Issue 9
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Original Articles

Fast approximation to Poisson integral based on trigonometric periodic multiresolution analysis

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Pages 1153-1163 | Accepted 29 Sep 2004, Published online: 07 Oct 2011

References

  • Zhu , T and Lin , W . 1998 . Fast wavelet algorithm of the Poisson integral. . Applied Mathematics and Computation , 2 : 127 – 144 .
  • Selig , K . 1995 . “ Trigonometric wavelets for time-frequency-analysis. ” . In Approximation Theory, Wavelets and Application , Edited by: Singh , SP . 453 – 464 . Dordrecht : Kluwer Academic Publishers .
  • Timan , A . 1963 . Theory of Approximation of Functions of a Real Variable , Oxford : Pergamon Press .
  • Czipszer , J and Freud , G . 1958 . SarΓ approximation d'une function périodique et de ses dérivées successives par un polynome trigonométrique et par ses dérivées successives. . Acta Mathematicae , 99 : 33 – 57 .
  • Yu , D . 2002 . The Natural Boundary Integral Method and Its Applications , Beijing : Science Press and Kluwer Academic Publishers .
  • Lions , J and Magenes , E . 1972 . Non-homogeneous Boundary Value Problems and Applications , Berlin : Springer-Verlag .

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