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Wavelet Analysis: Twenty Years' Developments: Proceedings of the International Conference of Computational Harmonic Analysis Book

Wavelet Analysis: Twenty Years' Developments: Proceedings of the International Conference of Computational Harmonic Analysis
Wavelet Analysis: Twenty Years' Developments: Proceedings of the International Conference of Computational Harmonic Analysis, , Wavelet Analysis: Twenty Years' Developments: Proceedings of the International Conference of Computational Harmonic Analysis has a rating of 3 stars
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Wavelet Analysis: Twenty Years' Developments: Proceedings of the International Conference of Computational Harmonic Analysis, , Wavelet Analysis: Twenty Years' Developments: Proceedings of the International Conference of Computational Harmonic Analysis
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  • Wavelet Analysis: Twenty Years' Developments: Proceedings of the International Conference of Computational Harmonic Analysis
  • Written by author Ding-Xuan Zhou
  • Published by World Scientific Publishing Company, Incorporated, October 2002
  • The International Conference of Computational Harmonic Analysis, held in Hong Kong during the period of June 4 - 8, 2001, brought together mathematicians and engineers interested in the computational aspects of harmonic analysis. The central theme was wav
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Preface
Non-uniform Sampling: Exact Reconstruction from Non-uniformly Distributed Weighted-averages1
Squeezable Bases and Semi-regular Multiresolutions9
Multilevel Structure of NURBS and Formulation of NURBlets23
Adaptive Wavelet Methods - Basic Concepts and Applications to the Stokes Problem39
Nonstationary Wavelets81
Spline-type Spaces in Gabor Analysis100
Spectrum of Transition, Subdivision and Multiscale Operators123
Biorthogonal Refinable Functions and Wavelets from Spaces Generalising Splines139
The Initial Functions in a Cascade Algorithm154
On the Self-affine Sets and the Scaling Functions179
Cascade Algorithms in Wavelet Analysis196
Methods for Constructing Nonseparable Compactly Supported Orthonormal Wavelets231
On Some Quantum and Analytical Properties of Fractional Fourier Transforms252
Block Tridiagonal Matrices and the Kalman Filter266
A Special Class of Wavelet Frame Functions281
Advances in Wavelet Algorithms and Applications289


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