Interpolating Scaling Vectors and Multiwavelets in R^d

Interpolating Scaling Vectors and Multiwavelets in R^d

Within the last two decades, wavelet analysis has become a very powerful tool in applied mathematics. Wavelet algorithms have been successfully applied in signal analysis and compression as well as in numerical analysis, geophysics, meteorology and in many other fields. Usually, wavelets are constru...

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Dettagli Bibliografici
Autore principale: Koch, Karsten
Altri autori: Dahlke, Stephan (Prof. Dr.) (Relatore della tesi)
Natura: Dissertation
Lingua:inglese
Pubblicazione: Philipps-Universität Marburg 2006
Soggetti:
Multiwavelet
Interpolierender Skalierungsvektor
Mathematik
Wavelet-Analyse
Wavelet-Transformation
Biorthogonale Wavelet-Basis
Wavelets
Interpolating scaling vector
Skalierungsmatrix
Vector subdivision
Image compression
Multiwavelet basis
Expanding scaling matrix
Mathematics
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