Overview
Wavelet analysis is a growing field of active research. It has found many applications ranging from all kinds of signal data analysis (geoprospection, speech recognition, singularity detection) and data compression (image, voice-signals) to pure mathematics. This textbook explains in elementary language the mathematical foundations of the theory, illustrated with many examples.
Full Product Details
Author: Matthias Holschneider
Publisher: Oxford University Press
Imprint: Clarendon Press
Dimensions:
Width: 15.00cm
, Height: 2.90cm
, Length: 23.00cm
Weight: 0.760kg
ISBN: 9780198534815
ISBN 10: 0198534817
Pages: 436
Publication Date: 01 March 1995
Audience:
College/higher education
,
Professional and scholarly
,
Postgraduate, Research & Scholarly
,
Professional & Vocational
Format: Hardback
Publisher's Status: Active
Availability: To order
Stock availability from the supplier is unknown. We will order it for you and ship this item to you once it is received by us.
Reviews
"""Most of the book is devoted to a rigorous definition of the CWT, an investigation of its properties, and applications of functional analysis."" --Mathematical Reviews ""The book could serve well as a text, reference or tutorial on wavelets. It has a strong theoretical component and contains the foundations for the most current applications of wavelet theory."" --Physics Today ""The book is self-contained, covers a lot of ground, has many interesting insights, and, considering its scope, is a significant achievement.""--Journal of Statistical Physics ""A nicely written, fairly self-contained introduction to the theory of continuous wavelet transforms and some of its applications. . . .Statisticians might be interested in the very well written introduction (over 100 pages) and the parts of the book that concentrate on the wavelet as a time-frequency analysis tool.""--Journal of the American Statistical Association"
Most of the book is devoted to a rigorous definition of the CWT, an investigation of its properties, and applications of functional analysis. --Mathematical Reviews<br> The book could serve well as a text, reference or tutorial on wavelets. It has a strong theoretical component and contains the foundations for the most current applications of wavelet theory. --Physics Today<br> The book is self-contained, covers a lot of ground, has many interesting insights, and, considering its scope, is a significant achievement. --Journal of Statistical Physics<br> A nicely written, fairly self-contained introduction to the theory of continuous wavelet transforms and some of its applications. . . .Statisticians might be interested in the very well written introduction (over 100 pages) and the parts of the book that concentrate on the wavelet as a time-frequency analysis tool. --Journal of the American Statistical Association<br>
"""Most of the book is devoted to a rigorous definition of the CWT, an investigation of its properties, and applications of functional analysis."" --Mathematical Reviews""The book could serve well as a text, reference or tutorial on wavelets. It has a strong theoretical component and contains the foundations for the most current applications of wavelet theory."" --Physics Today""The book is self-contained, covers a lot of ground, has many interesting insights, and, considering its scope, is a significant achievement.""--Journal of Statistical Physics""A nicely written, fairly self-contained introduction to the theory of continuous wavelet transforms and some of its applications. . . .Statisticians might be interested in the very well written introduction (over 100 pages) and the parts of the book that concentrate on the wavelet as a time-frequency analysis tool.""--Journal of the American Statistical Association"
