Global ETD Search

1	Globale Optimierung extrem aufwendiger Funktionen mit hochparallelen und sequentiellen Methoden Godzierz, Michael. Unknown Date (has links) Techn. Universiẗat, Diss., 2007--Darmstadt.
2	Die Methode von Smolyak bei der multivariaten Interpolation Schreiber, Anja. Unknown Date (has links) Universiẗat, Diss., 2000--Göttingen.
3	Multivariate GRBF-Netzwerke und Systeme lokaler Experten neue Konzepte und ihre Anwendung bei komplexen Regelungsaufgaben / Albrecht, Sebastian. Unknown Date (has links) Universiẗat, Diss., 2000--München.
4	Discriminative connectionist approaches for automatic speech recognition in cars Marí Hilario, Joan. Unknown Date (has links) (PDF) Brandenburgische Techn. University, Diss., 2004--Cottbus.
5	Basis functions meet spatiospectral localization: studies in spherical coordinates Huang, Xinpeng 26 November 2024 (has links) In the presented work, we study several basis systems satisfying certain spatial/spectral localization conditions on the unit sphere and the ball embedded in Euclidean space of dimension $d\geq2$. For the spherical setup, we investigate some properties of the Hardy-Hodge decomposition for locally supported fields, and propose a multi-scale basis system that is suitable for modeling the Hardy components of such spherical vector fields and allows a simple mapping between the Hardy spaces. In the case of the solid ball, we revisit the Slepian spatiospectral concentration problems for the spherical Fourier-Jacobi, spherical Fourier-Bessel, as well as the multivariate algebraic polynomial systems. We investigate the bimodal distribution phenomena of the eigenvalues of concentration operators and give an asymptotic characterization of the Shannon number for these setups, which lay a foundation for the utilization of associated Slepian bases and localized spectral analysis. räumlich/spektrale Lokalisierung, Kugel info:eu-repo/classification/ddc/510 ddc:510 Euklidischer Raum Mehrskalenmodell Radiale Basisfunktion Mathematisches Modell Geowissenschaften Kugelfunktion Basisfunktion Hardy-Raum Kugel
6	Sampling Inequalities and Applications / Sampling Ungleichungen und Anwendungen Rieger, Christian 28 March 2008 (has links) No description available. 510 Mathematik Mathematics and Computer Science Deterministische Fehlertheorie Sobolev Raum Kernmethoden Radiale Basisfunktion Approximation Reproduzierender Kern-Hilbertraum Regularisierung deterministic error analysis Sobolev space Kernel-based methods Radial Basis Function Approximation reproducing kernel Hilbert space Regularization 31.49 31.76 boundary value problems} EGFJ 990: None of the above

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