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Titlebook: Recent Trends in Applied Nonlinear Mechanics and Physics; Selected Papers from Mohamed Belhaq Conference proceedings 2018 Springer Internat

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楼主: crusade
发表于 2025-3-28 17:12:34 | 显示全部楼层
Abdelbassit Chtouki,Faouzi Lakrad,Mohamed Belhaqs in a way that preserves their geometric relationship but makes processing more convenient. The literature has, for the most part, focused on lowering the dimensionality of the signal space while preserving distances between signals. However, there has also been work exploring the effects of quanti
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Wonkeun Chang,José M. Soto-Crespo,Peter Vouzas,Nail Akhmedievs in a way that preserves their geometric relationship but makes processing more convenient. The literature has, for the most part, focused on lowering the dimensionality of the signal space while preserving distances between signals. However, there has also been work exploring the effects of quanti
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Americo Cunha Jr,Jorge Luis Palacios Felix,José Manoel Balthazars in a way that preserves their geometric relationship but makes processing more convenient. The literature has, for the most part, focused on lowering the dimensionality of the signal space while preserving distances between signals. However, there has also been work exploring the effects of quanti
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Giuseppe Habib,Gaetan Kerschens in a way that preserves their geometric relationship but makes processing more convenient. The literature has, for the most part, focused on lowering the dimensionality of the signal space while preserving distances between signals. However, there has also been work exploring the effects of quanti
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Walter Lacarbonara,Michela Talò,Biagio Carboni,Giulia Lanzaras.Written and reviewed by the leading experts in the field.S.This volume consists of contributions spanning a wide spectrum of harmonic analysis and its applications written by speakers at the February Fourier Talks from 2002 – 2016. Containing cutting-edge results by an impressive array of mathemat
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Mikhail E. Semenov,Andrey M. Solovyov,Peter A. Meleshenko,José M. Balthazarfinite-dimensional almost Mathieu operator .. We furthermore show that the (properly rescaled) .-th Hermite function .. is an approximate eigenvector of ., and that it satisfies the same properties that characterize the true eigenvector associated with the .-th largest eigenvalue of .. Moreover, a p
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