🎉   Please check out our new website over at books-etc.com.

Seller
Your price
£59.76
RRP: £74.99
Save £15.23 (20%)
Printed on Demand
Dispatched within 14-21 working days.

An Introduction to Finite Tight Frames

Applied and Numerical Harmonic Analysis

By (author) Shayne F. D. Waldron
Format: Hardback
Publisher: Birkhauser Boston Inc, Secaucus, United States
Published: 4th Feb 2018
Dimensions: w 155mm h 235mm
Weight: 1347g
ISBN-10: 0817648143
ISBN-13: 9780817648145
Barcode No: 9780817648145
Trade or Institutional customer? Contact us about large order quotes.
Synopsis
This textbook is an introduction to the theory and applications of finite tight frames, an area that has developed rapidly in the last decade. Stimulating much of this growth are the applications of finite frames to diverse fields such as signal processing, quantum information theory, multivariate orthogonal polynomials, and remote sensing. Featuring exercises and MATLAB examples in each chapter, the book is well suited as a textbook for a graduate course or seminar involving finite frames. The self-contained, user-friendly presentation also makes the work useful as a self-study resource or reference for graduate students, instructors, researchers, and practitioners in pure and applied mathematics, engineering, mathematical physics, and signal processing.

New & Used

Seller Information Condition Price
-New£59.76
+ FREE UK P & P

What Reviewers Are Saying

Submit your review
Newspapers & Magazines
"This book gives a well-written and accessible introduction to the rapidly developing area of finite tight frames. ... this book is more than a textbook since it presents many advanced results that give an overview of the current state of the art, which will be useful for researchers who study finite tight frames." (Pierluigi Vellucci, zbMATH 1388.42078, 2018)
"This book is a recent addition to the literature on frame theory. ... This book could serve as a text for an undergraduate course or for a graduate course that aims to propel students to the frontier of research."(Bernhard G. Bodmann, Mathematical Reviews, February, 2019)