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- Wavelet_vanishing_moment abstract "In applied mathematics, vanishing moments of wavelets are crucial for the measurement of the local regularity of a signal. It is not as important to use a wavelet with a narrow frequency support. If the wavelet has n vanishing moments, the wavelet transform can be interpreted as a multiscale differential operator of order n. This yields a first relation between the differentiability of ƒ and its wavelet transform decay at fine scales.".
- Wavelet_vanishing_moment wikiPageID "48978752".
- Wavelet_vanishing_moment wikiPageLength "4110".
- Wavelet_vanishing_moment wikiPageOutDegree "3".
- Wavelet_vanishing_moment wikiPageRevisionID "705345150".
- Wavelet_vanishing_moment wikiPageWikiLink Category:Wavelets.
- Wavelet_vanishing_moment wikiPageWikiLink Lipschitz_continuity.
- Wavelet_vanishing_moment wikiPageWikiLink Wavelet.
- Wavelet_vanishing_moment subject Category:Wavelets.
- Wavelet_vanishing_moment comment "In applied mathematics, vanishing moments of wavelets are crucial for the measurement of the local regularity of a signal. It is not as important to use a wavelet with a narrow frequency support. If the wavelet has n vanishing moments, the wavelet transform can be interpreted as a multiscale differential operator of order n. This yields a first relation between the differentiability of ƒ and its wavelet transform decay at fine scales.".
- Wavelet_vanishing_moment label "Wavelet vanishing moment".
- Wavelet_vanishing_moment sameAs Q22909720.
- Wavelet_vanishing_moment sameAs Q22909720.
- Wavelet_vanishing_moment wasDerivedFrom Wavelet_vanishing_moment?oldid=705345150.
- Wavelet_vanishing_moment isPrimaryTopicOf Wavelet_vanishing_moment.