Smoothness spaces and wavelet decomposition (Invited Paper)
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Multiresolution and wavelets are being promoted as a possible aid in various numerical applications including signal and image processing. One of the theoretical advantages of wavelet bases is that they provide a simple characterization of smoothness classes in terms of the coefficients in wavelet decompositions. In this presentation, we shall give examples of how this characterization can be used to advantage in various numerical applications.
author list (cited authors)
DeVore, R. A., & Lucier, B.