Foundations of Wavelet Networks and Applications / Edition 1

by S. Sitharama Iyengar, V.V. Phoha

Overview

Traditionally, neural networks and wavelet theory have been two separate disciplines, taught separately and practiced separately. In recent years the offspring of wavelet theory and neural networks-wavelet networks-have emerged and grown vigorously both in research and applications. Yet the material needed to learn or teach wavelet networks has remained scattered in various research monographs.

Foundations of Wavelet Networks and Applications unites these two fields in a comprehensive, integrated presentation of wavelets and neural networks. It begins by building a foundation, including the necessary mathematics. A transitional chapter on recurrent learning then leads to an in-depth look at wavelet networks in practice, examining important applications that include using wavelets as stock market trading advisors, as classifiers in electroencephalographic drug detection, and as predictors of chaotic time series. The final chapter explores concept learning and approximation by wavelet networks.

The potential of wavelet networks in engineering, economics, and social science applications is rich and still growing. Foundations of Wavelet Networks and Applications prepares and inspires its readers not only to help ensure that potential is achieved, but also to open new frontiers in research and applications.

Product Details

ISBN-13:	9781584882749
Publisher:	Taylor & Francis
Publication date:	06/27/2002
Pages:	284
Product dimensions:	6.12(w) x 9.19(h) x (d)

About the Author

S. Sitharama Iyengar, S. Sitharama Iyengar, V.V. Phoha

Table of Contents

PART A: Mathematical Preliminaries. Wavelets. Neural Networks. Wavelet Networks. PART B: Recurrent Learning. Separating Order from Disorder. Radial Wavelet Neural Networks. Predicting Chaotic Time Series. Concept Learning. Bibliography. Index.

Editorial Reviews

"This book reviews both the theory of some kinds of wavelet networks and a number of applications … . The book is self-contained, as it contains both some mathematical preliminaries and a review of fundamentals about wavelets as well as neural networks. Moreover, at the end of each chapter it contains a number of exercises useful to help the reader to verify the degree of his/her understanding … . The book is highly recommended to all those looking for new methods in neural networks devoted to signal analysis."
- Mathematical Reviews, Issue 2005d

From the Publisher