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On wavelets in Walsh analysis
Фарков Ю. А.
On wavelets in Walsh analysis
To the Problem of Recognition the Results of Electron Spectroscopy of Nanostructures with the Use of Discrete Wavelet-Transformation
Kozhanova E.R., Tkachenko I.M.
The article presents application of discrete wavelet transform (Haar wavelet) for the spectra
ХРОНОБИОЛОГИЧЕСКИЕ ПРЕДИКТОРЫ ОЦЕНКИ РИСКА РАЗВИТИЯ АРТЕРИАЛЬНОЙ ГИПЕРТЕНЗИИ
Шаламова Е.Ю., Чибисов С.М., Рагозин О.Н., Благонравов М.Л., Сафонова В.Р.
in students of the northern medical university with the use of wavelet analysis to determine the donor risk
Assessment of mechanism vibration condition based on the intensity of vibration in the wavelet allocated frequency bands
Brancevich, P., Li Yibin
allocated by wavelet function, and divide all the frequency band observed into several sub-band in such a
Unconditional convergence of wavelet expansion on the Cantor dyadic group
Фарков Ю. А.
Unconditional convergence of wavelet expansion on the Cantor dyadic group
Wavelets in Walsh analysis
Фарков Ю. А.
Wavelets in Walsh analysis
Discrete wavelets in Walsh analysis
Фарков Ю. А.
Discrete wavelets in Walsh analysis
Algorithms for wavelet construction on Vilenkin groups
Фарков Ю. А.
Algorithms for wavelet construction on Vilenkin groups
B - spline wavelets on the sphere
Фарков Ю. А.
B - spline wavelets on the sphere
Biorthogonal wavelets on the Cantor dyadic group
Фарков Ю. А.
Biorthogonal wavelets on the Cantor dyadic group

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