Wavelet frames on Vilenkin groups and their approximation propertiesWavelet frames on
Vilenkin groups and their approximation properties
Multiresolution analysis and wavelets on Vilenkin groupsMultiresolution analysis and
wavelets on
Vilenkin groups ВЕЙВЛЕТЫ НА ГРУППАХ ВИЛЕНКИНАWavelet construction on
Vilenkin groups is discussed in the paper. The work is a logical conclusion
Characterization of refinable step functions on Vilenkin groupsCharacterization of refinable step functions on
Vilenkin groups Wavelets and frames on the Cantor dyadic groupWavelets and frames on the Cantor dyadic
group Wavelets on groups and their application in geophisicsWavelets on
groups and their application in geophisics
Adaptive de-noising in arterial pulse wave based on lifting scheme discrete waveletYao, Y,
Xu, LS,
Feng, C,
Zhou, SR,
Zhang, YH,
Zhao, Yue,
Shi, C speeds up the typical
wavelet denoising, and is thus of great interest. Three
groups (five each) of data