Wavelets on Discrete

  title={Wavelets on Discrete},
  author={FIELDSK. Flornes and Alexander Grossmann and Matthias Holschneider and B. Torr},
An arithmetic version of continuous wavelet analysis is described. Starting from a square-integrable representation of the aane group of Z Z p (or Z Z) it is shown how wavelet decom-positions of`2 (ZZ p) can be obtained. Moreover, a redeenition of the dilation operator on`2 (Z Z p) directly yields an algorithmic structure similar to that appearing with multiresolution analyses. 

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Transforms associated to square integrable group representationJ

A. Grossmann, J. Morlet, T. Paul
Math . Phys . • 1989

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