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Elena Lebedeva
Elena Lebedeva
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Title
Cited by
Cited by
Year
Wavelet frames on Vilenkin groups and their approximation properties
Y Farkov, E Lebedeva, M Skopina
International Journal of Wavelets, Multiresolution and Information …, 2015
512015
Computational implementation of the inverse continuous wavelet transform without a requirement of the admissibility condition
EB Postnikov, EA Lebedeva, AI Lavrova
Applied Mathematics and Computation 282, 128-136, 2016
402016
On alternative wavelet reconstruction formula: a case study of approximate wavelets
EA Lebedeva, EB Postnikov
Royal Society Open Science 1 (2), 140124, 2014
252014
Periodic wavelet frames and time–frequency localization
EA Lebedeva, J Prestin
Applied and Computational Harmonic Analysis 37 (2), 347-359, 2014
152014
Uncertainty principle for the Cantor dyadic group
AV Krivoshein, EA Lebedeva
Journal of Mathematical Analysis and Applications 423 (2), 1231-1242, 2015
142015
Decomposition of strong nonlinear oscillations via modified continuous wavelet transform
EB Postnikov, EA Lebedeva
Physical Review E—Statistical, Nonlinear, and Soft Matter Physics 82 (5 …, 2010
142010
Meyer wavelets with least uncertainty constant.
E Lebedeva, V Protasov
Mathematical Notes 84, 2008
132008
On a connection between nonstationary and periodic wavelets
EA Lebedeva
Journal of Mathematical Analysis and Applications 451 (1), 434-447, 2017
112017
Minimization of the uncertainty constant of the family of Meyer wavelets
EA Lebedeva
Mathematical Notes 81, 489-495, 2007
72007
The Cascade Hilbert-Zero Decomposition: A Novel Method for Peaks Resolution and Its Application to Raman Spectra
EB Postnikov, EA Lebedeva, AY Zyubin, AI Lavrova
Mathematics 9 (21), 2802, 2021
52021
Walsh and wavelet methods for differential equations on the Cantor group
E Lebedeva, M Skopina
Journal of Mathematical Analysis and Applications 430 (2), 593-613, 2015
52015
On the uncertainty principle for Meyer wavelet functions
EA Lebedeva
Journal of Mathematical Sciences 182 (5), 656-663, 2012
52012
Uncertainty constants and quasispline wavelets
EA Lebedeva
Applied and Computational Harmonic Analysis 30 (2), 214-230, 2011
52011
Exponentially decaying wavelets with uncertainty constants uniformly bounded with respect to the smoothness parameter
EA Lebedeva
Siberian Mathematical Journal 49 (3), 457-473, 2008
52008
Wavelet frames with matched masks
EA Lebedeva
Journal of Mathematical Sciences 266 (6), 886-891, 2022
22022
An inequality for a periodic uncertainty constant
EA Lebedeva
Applied and Computational Harmonic Analysis 42 (3), 536-549, 2017
22017
A directional uncertainty principle for periodic functions
A Krivoshein, E Lebedeva, J Prestin
Multidimensional Systems and Signal Processing, 1-27, 2017
22017
Localization of functions defined on cantor group
AV Krivoshein, EA Lebedeva
AIP Conference Proceedings 1558 (1), 711-714, 2013
22013
Approximation Properties of Systems of Periodic Wavelets on the Cantor Group.
EA Lebedeva
Journal of Mathematical Sciences 244 (4), 2020
12020
Minimization of a constant of uncertainty for the Meyer wavelet basis
EA Lebedeva, EB Postnikov
Sampling Theory in Signal and Image Processing 5, 341-348, 2006
12006
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