Reference : Non stationary Wavelets
Scientific conferences in universities or research centers : Scientific conference in universities or research centers
Physical, chemical, mathematical & earth Sciences : Mathematics
Non stationary Wavelets
[en] Ondelettes non stationnaires
Simons, Laurent mailto [Université de Liège - ULg > Département de mathématique > Analyse - Analyse fonctionnelle - Ondelettes >]
FNRS Groupe de Contact "Wavelets and applications"
21 décembre 2011
Christine De Mol
[en] Wavelets ; Multiresolution analysis ; Non stationarity ; Orthonormal bases
[en] In the presentation, I first compare the construction of orthonormal bases of wavelets from a multiresolution in the stationary and the non stationary case. Then, I expose some generalizations of characterizations of orthonormal bases of wavelets in the non stationary case. Finally, I speak about the non stationary case for the continuous wavelet transform.
Researchers ; Professionals

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