Wavelet analysis and applications : proceedings of an International Conference on Wavelet Analysis and Its Applications, November 15-20, 1999, Zhongshan University, Guangzhou, China : AMSIP volume 25
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Item type | Current library | Collection | Call number | URL | Status | Date due | Barcode | Item holds |
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Mathematics | Link to resource | Accessible Online | EBK20914 |
Non-uniform sampling in multiply generated shift-invariant subspaces of ^p(\mathbb {R}^d) ; Multiwavelets, pseudodifferential operators and microlocal analysis ; A maximum entropy criterion for feature extraction ; Wavelet filters and infinite-dimensional unitary groups ; On the Cohen-type conditions for the stabiltiy of shifts of a refinable function ; Trigonometric Hermite wavelet and natural integral equations for Stokes problem ; Vision, harmonic oscillator and wavelets ; Some properties of refinable splines ; On some applications of a class of totally positive bases ; Interpolatory biorthogonal wavelets and CBC algorithm ; Constructing orthogonal refinable function vectors with prescribed approximation order and smoothness ; On M-band wavelets having three vanishing moments ; Approximation power of refinable vectors of functions ; Wavelet decomposition under translate ; Applications of shift-invariant space theory to some problems of multi-resolution analysis of ^2({\mathbb R}^d) ; On the connectedness and classification of self-affine tiles ; Wavelet-Galerkin methods for second kind integral equations ; Convergence of cascade algorithms in _p (0<p<1) ; Asymptotics of zeros of Bernstein polynomials that are related to modified Daubechies wavelets ; Homogeneous and nonhomogeneous refinable distributions in ^{q,\gamma } ; A wavelet transform based face recognition system and its applications ; Spline wavelets in numerical resolution of partial differential equations ; Basis and convergence properties of wavelet packets ; A wavelet-based characterization of curves ; Face processing and recognition technology ; The norm joint spectral radius and its applications in wavelet analysis
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