Wavelets in a Box

Name: Wavelets in a Box
Availability: OutOfStock
ISBN: 9780121745653

ISBN-10: 0121745651

ISBN-13: 9780121745653

Edition: 1998

Authors: Andrew K. Chan, Steve J. Liu, Steve J. Liu

List price: $160.00

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Description:

Wavelets are considered by many to be the most powerful mathematical tool for signal and image processing. This unique CD-ROM boxed set contains three useful items: a copy of the text An Introduction to Wavelets by Charles Chui, a CD containing well-designed wavelets and signal processing software by computer scientist Steve Liu, and a booklet that serves both as the manual for the software and a quick reference guide to wavelet basics by electrical engineer Andrew Chan. The software supports all essential wavelets and allows users to put in additional wavelets of their choice and delete the ones they don't need. It also includes custom computation routines (in C-language) for wavelet…

Book details

List price: $160.00
Copyright year: 1998
Publisher: Elsevier Science & Technology
Publication date: 8/23/1998
Binding: CD-ROM
Pages: 286
Size: 7.50" wide x 9.75" long x 1.75" tall
Weight: 1.760
Language: English



Wavelet Toolware: From Fourier Analysis to Wavelet Analysis


Short-Time Fourier Transform


Window Measures


What Is a Wavelet? Continuous Wavelet Transform


Multiresolution Analysis


Types of Wavelets


Wavelet Packets


Two-Dimensional Wavelets


Wavelet Algorithms Overview


Algorithm for Computing the STFT


Algorithm for Computing the CWT


Computation and Display of Scaling Functions


Computation and Graphical Display of Wavelets


Mapping Between B-Splines and Their Duals


Decomposition of a 1-D Signal


Reconstruction of 1-D Signals


Thresholding


Two-Dimensional Extension of Wavelet Algorithms


Other Algorithms


The Wavelet Toolware Overview


Using Toolware


2-D DWT Tool


1-D DWT Tool


Continuous Wavelet Transform Tool


Short Time Fourier Transform Tool


Wavelet Builder Tool


An Introduction to Wavelets: Preface


An Overview


Fourier Analysis


Wavelet Transforms and Time-Frequency Analysis


Cardinal Spline Analysis


Orthogonal Wavelets and Wavelet Packets


Notes


References


Subject Index


Appendix