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Infinite-Dimensional Optimization & Convexity (Paper Only) : Chicago Lectures in Mathematics - Ekeland

Infinite-Dimensional Optimization & Convexity (Paper Only)

Chicago Lectures in Mathematics

By: Ekeland

Paperback

Published: 1st January 1983
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In this volume, Ekeland and Turnbull are mainly concerned with existence theory. They seek to determine whether, when given an optimization problem consisting of minimizing a functional over some feasible set, an optimal solution—a minimizer—may be found.

Foreword
The Caratheodory Approach
Optimal Control Problems
Hamiltonian Systems
Infinite-dimensional Optimization
The Variational Principle
Strongly Continuous Functions on LP-spaces
Smooth Optimization in L2
Weak Topologies
Existence Theory for the Calculus of Variations
Duality Theory
Convex Analysis
Subdifferentiability
Necessary Conditions and Duality Theory
Non-convex Duality Theory
Applications of Duality to the Calculus of Variations
Relaxation
Theory Notes
References
Table of Contents provided by Publisher. All Rights Reserved.

ISBN: 9780226199887
ISBN-10: 0226199886
Series: Chicago Lectures in Mathematics
Audience: Professional
Format: Paperback
Language: English
Number Of Pages: 176
Published: 1st January 1983
Publisher: The University of Chicago Press
Country of Publication: US
Dimensions (cm): 20.4 x 13.3  x 0.6
Weight (kg): 0.17