A Wavelet Tour of Signal Processing
ISBN-13:
9780124666054
ISBN-10:
0124666051
Edition:
First Edition
Author:
Stephane Mallat
Publication date:
1998
Publisher:
Academic Press
Format:
Hardcover
577 pages
Category:
Pure Mathematics
,
Mathematics
FREE US shipping
Book details
ISBN-13:
9780124666054
ISBN-10:
0124666051
Edition:
First Edition
Author:
Stephane Mallat
Publication date:
1998
Publisher:
Academic Press
Format:
Hardcover
577 pages
Category:
Pure Mathematics
,
Mathematics
Summary
A Wavelet Tour of Signal Processing (ISBN-13: 9780124666054 and ISBN-10: 0124666051), written by authors
Stephane Mallat, was published by Academic Press in 1998.
With an overall rating of 4.1 stars, it's a notable title among other
Pure Mathematics
(Mathematics) books. You can easily purchase or rent A Wavelet Tour of Signal Processing (Hardcover) from BooksRun,
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Description
A Wavelet Tour of Signal Processing begins with a presentation of the wonders of the Fourier transform, and then describes its failures for transient signal processing. It presents local time–frequency methods and the related mathematical tools. The book uses an intuitive approach to important mathematical results, and emphasizes practical applications rather than proofs. It describes numerical discrete algorithms as well as some applications to information processing, fractal analysis, noise removal, and compact signal coding.
A Wavelet Tour of Signal Processing is intended for signal processing engineers who want to discover the potential applications of recent mathematical advances in time–frequency signal representations. Of interest to researchers in applied mathematics, the book highlights the applications of these new techniques and also provides an overview of signal processing problems.
Emphasizes practical applications rather than proofs
Presents local time–frequency methods and the related mathematical tools
Uses an intuitive approach to important mathematical results
A Wavelet Tour of Signal Processing is intended for signal processing engineers who want to discover the potential applications of recent mathematical advances in time–frequency signal representations. Of interest to researchers in applied mathematics, the book highlights the applications of these new techniques and also provides an overview of signal processing problems.
Emphasizes practical applications rather than proofs
Presents local time–frequency methods and the related mathematical tools
Uses an intuitive approach to important mathematical results
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