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On wavelets in Walsh analysis
Фарков Ю. А.
On wavelets in Walsh analysis
On the uniform convergence of the method of waveletquadratures for the solution of a singular integral equation of the first kind
Khairullina L., Ozhegova A.
, based on the approximation of the unknown function by Chebyshev wavelets of the second kind and using
Wavelet analysis of the territorial socio-economic system dynamics
Bagautdinova N., Panasyuk M., Gafurov I.
the basis of a wavelet analysis. Wavelets are capable of revealing differences in parameters on different
Пространство признаков разреженной вейвлетной декомпозиции сигналов вибрации для задач машинного обучения
Асламов, Ю. П., Давыдов, И. Г., Aslamov, Y. P., Davydov, I. G.
The spaces of features of the sparse wavelet decomposition algorithm are considered
About Wavelet-Based Multigrid Numerical Method of Structural Analysis with the Use of Discrete Haar Basis
Mozgaleva M.L., Akimov P.A., Kaytukov T.B.
-dimensional problems are under consideration). Approximations of the mesh functions in discrete Haar bases of zero
Structural Topological Analysis of Cardiac Conduction System
Soldatov, Alexander V., Popov, Andrey S., Aldonin, Gennady M., Andyuseva, Valentina G., Солдатов, А.В., Попов, А.С., Алдонин, Г.М., Андюсева, В.Г.
on wavelet analysis of electrocardio signal reflecting conductive network of heart topology has been
Comparative analysis of application of wavelet analysis for the recognition of element composition nanostructures
Tkachenko I.M., Kozhanova E.R., Belyaev V.V., Yazbeck H.
The paper presents a technique for applying a wavelet analysis (continuous and discrete wavelet
Incomplete Least Squared Regression Function Estimator Based on Wavelets
Ryma Douas, Ilhem Laroussi, Soumia Kharfouchi, Рима Дуас, Ильхем Ларуси, Сумия Харфуши
In this paper, we introduce an estimator of the least squares regression function, for Y right
Localization of Solution of Problem of Beam Analysis with the Use of B-Splines and Finite Element Method. Part 1. Theoretical Foundations of Localization
Mozgaleva M., Akimov P., Kaytukov T.
-splines is described (B-splines are used, in particular, for approximation of beam deflection function), and a
Resolution enhancement of composite spectra using wavelet-based derivative spectrometry
Kharintsev S., Kamalova D., Salakhov M., Sevastianov A.
An approach based on the using of the continuous wavelet transform (CWT) in derivative spectrometry

Страница 7 из 4244

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