Iterative optimization in inverse problems / Charles L. Byrne, University of Massachusetts, Lowell.
By: Byrne, Charles L [author.].
Series: Monographs and research notes in mathematics.Publisher: Boca Raton : CRC Press, [2014]Description: pages cm.Content type: text Media type: unmediated Carrier type: volumeISBN: 9781482222333 (hardback).Subject(s): Iterative methods (Mathematics) | Algorithms | Inverse problems (Differential equations) | BUSINESS & ECONOMICS / Operations Research | MATHEMATICS / Applied | TECHNOLOGY & ENGINEERING / Operations ResearchGenre/Form: Print books.DDC classification: 515/.357 Summary: "This book covers iterative optimization methods that stems from inverse problems and related issues. The author presents the theoretical side of inverse methods and as a result ignores discrete problems, stochastic methods, and combinatorial optimization. The coverage moves from an introduction of auxiliary function methods to a discussion of several examples of auxiliary fixed (AF) point methods in optimization to consideration of related topics such as operator fixed point methods. A few problems have been scattered throughout the book so that it might be used in a special topics class on optimization at the graduate level"-- Provided by publisher.Current location | Call number | Status | Date due | Barcode | Item holds |
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On Shelf | QA297.8 .B974 2008 (Browse shelf) | Available | AU0000000005644 |
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Includes bibliographical references and index.
"This book covers iterative optimization methods that stems from inverse problems and related issues. The author presents the theoretical side of inverse methods and as a result ignores discrete problems, stochastic methods, and combinatorial optimization. The coverage moves from an introduction of auxiliary function methods to a discussion of several examples of auxiliary fixed (AF) point methods in optimization to consideration of related topics such as operator fixed point methods. A few problems have been scattered throughout the book so that it might be used in a special topics class on optimization at the graduate level"-- Provided by publisher.