Description 
1 online resource (xiv, 574 pages) : illustrations 
Series 
Applied and numerical harmonic analysis 

Applied and numerical harmonic analysis.

Contents 
Approximation and fourier analysis  Construction of wavelets and frame theory  Fractal and multifractal theory, wavelet algorithm, wavelet in numerical analysis  Timefrequency analysis, adaptive representation of nonlinear and nonstationary signals 
Summary 
Reflects the developments in the area of wavelet analysis and its applications. This work includes topics such as: Approximation and Fourier Analysis; Construction of Wavelets and Frame Theory; Fractal and Multifractal Theory; Wavelets in Numerical Analysis; TimeFrequency Analysis; and Applications, particularly in image processing 
Analysis 
wiskunde 

mathematics 

toegepaste wiskunde 

applied mathematics 

fourieranalyse 

fourier analysis 

numerieke methoden 

numerical methods 

Mathematics (General) 

Wiskunde (algemeen) 
Notes 
" ... selected from ... the conference Wavelet Analysis and Its Applications 2005 (WAA2005) held during the 29th November to the 2nd December, 2005, at University of Macau."Preface 
Bibliography 
Includes bibliographical references 
Notes 
Print version record 
In 
Springer eBooks 
Subject 
Wavelets (Mathematics)  Congresses


Mathematics.


Wavelet Analysis


Mathematics


mathematics.


applied mathematics.


Movimiento ondulatorio  Congresos


Wavelets (Mathematics)

Genre/Form 
proceedings (reports)


Conference papers and proceedings


Conference papers and proceedings.


Actes de congrès.

Form 
Electronic book

Author 
Qian, Tao.


Vai, Mang I.


Xu, Yuesheng.

ISBN 
9783764377786 

376437778X 

3764377771 

9783764377779 
