"Fourier-transformatie." . . "Mathematisches Modell." . . "Festigkeitslehre." . . "Dynamika konstrukcji modele matematyczne." . . "Problemes inversos (Equacions diferencials)" . . "Science." . . "Science: Physics." . . "Trillingen." . . "Wytrzymałość materiałów modele matematyczne." . . "Falki (matematyka)." . . . . "SCIENCE Nanoscience." . . "Koolstof nanobuizen." . . "Materialen." . . "Wavelets." . . "Résistance des matériaux Modèles mathématiques." . . "Zagadnienia odwrotne (równania różniczkowe) rozwiązania numeryczne." . . "Composieten." . . "Resistència de materials Models matemàtics." . . "Integraaltransformaties." . . "Golven (algemeen, natuurkunde)" . . "Wavelet-Analyse." . . "Ondelettes." . . "Dynamisches System Wavelet." . . . . . . . . . . "Wavelet methods for dynamical problems with application to metallic, composite, and nanocomposite structures"@en . . . . . "Employs a Step-by-Step Modular Approach to Structural Modeling Considering that wavelet transforms have also proved useful in the solution and analysis of engineering mechanics problems, up to now there has been no sufficiently comprehensive text on this use. Wavelet Methods for Dynamical Problems: With Application to Metallic, Composite and Nano-composite Structures addresses this void, exploring the special value of wavelet transforms and their applications from a mechanical engineering perspective. It discusses the use of existing and cutting-edge wavelet methods for the numerical solution." . . "Electronic books"@en . "Electronic books" . . . . . . . . "Wavelet methods for dynamical problems with application to metallic, composite, and nano-composite structures" . . . . . . "Wavelet methods for dynamical problems : with application to metallic, composite, and nano-composite structures" . . . . . . . . . . . . . . . . . . . "Wavelet Methods for Dynamical Problems With Application to Metallic, Composite, and Nano-Composite Structures" . . . . . . . . . . . . . "Wavelet Dynamisches System." . . "Eindige-elementenmethode." . . "Problèmes inverses (Équations différentielles)" . .