Sparse approximation with bases / Vladimir Temlyakov ; editor for this volume: Sergey Tikhonov.

This book systematically presents recent fundamental results on greedy approximation with respect to bases. Motivated by numerous applications, the last decade has seen great successes in studying nonlinear sparse approximation. Recent findings have established that greedy-type algorithms are suitab...

Full description

Saved in:
Bibliographic Details
Main Author: Temlyakov, Vladimir, 1953- (Author)
Other Authors: Tikhonov, Sergey, 1976- (Editor)
Format: Ebook
Language:English
Published: Basel : Birkhäuser, 2015.
Series:Advanced courses in mathematics, CRM Barcelona,
Subjects:
Online Access:Springer eBooks
Description
Summary:This book systematically presents recent fundamental results on greedy approximation with respect to bases. Motivated by numerous applications, the last decade has seen great successes in studying nonlinear sparse approximation. Recent findings have established that greedy-type algorithms are suitable methods of nonlinear approximation in both sparse approximation with respect to bases and sparse approximation with respect to redundant systems. These insights, combined with some previous fundamental results, form the basis for constructing the theory of greedy approximation. Taking into account the theoretical and practical demand for this kind of theory, the book systematically elaborates a theoretical framework for greedy approximation and its applications. The book addresses the needs of researchers working in numerical mathematics, harmonic analysis, and functional analysis. It quickly takes the reader from classical results to the latest frontier, but is written at the level of a graduate course and does not require a broad background in the field.
Physical Description:1 online resource (xi, 261 pages).
Bibliography:Includes bibliographical references.
ISBN:3034808895
9783034808897
3034808917
9783034808910
3034808909
9783034808903
ISSN:2297-0304
Availability
Requests
Request this item Request this AUT item so you can pick it up when you're at the library.
Interlibrary Loan With Interlibrary Loan you can request the item from another library. It's a free service.