10.1016/S0898-1221(01)85011-2

Microlocal filtering with multiwavelets

Abstract

AbstractHyperfunctions in Rn are intuitively considered as sums of boundary values of holomorphic functions defined in infinitesimal wedges in Cn. Orthonormal multiwavelets, which are a generalization of orthonormal single wavelets, generate a multiresolution analysis by means of several scaling functions. Microlocal analysis is briefly reviewed and a multiwavelet system adapted to microlocal filtering is proposed. A rough estimate of the microlocal content of functions or signals is obtained from their multiwavelet expansions. A fast algorithm for multiwavelet microlocal filtering is presented and several numerical examples are considered

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Last time updated on 6/5/2019

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