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Approximation and Optimization of Discrete and Differential Inclusions
 
 

Approximation and Optimization of Discrete and Differential Inclusions, 1st Edition

 
Approximation and Optimization of Discrete and Differential Inclusions, 1st Edition,Elimhan Mahmudov,ISBN9780123884282
 
 
 

  

Elsevier

9780123884282

9780123884336

396

229 X 152

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Key Features

  • In addition to including well-recognized results of variational analysis and optimization, the book includes a number of new and important ones
  • Includes practical examples

Description

Optimal control theory has numerous applications in both science and engineering.

This book presents basic concepts and principles of mathematical programming in terms of set-valued analysis and develops a comprehensive optimality theory of problems described by ordinary and partial differential inclusions.

Readership

Researchers, undergraduate and graduate students in variational and nonlinear analysis, optimization, optimal control, and their applications. It will also be of interest to researchers interested in modeling dynamic economic systems.

 

Elimhan Mahmudov

Affiliations and Expertise

Istanbul Technical University, Turkey

Approximation and Optimization of Discrete and Differential Inclusions, 1st Edition

Chapter 1. Convex Sets and Functions

Chapter 2. Multivalued Locally Adjoint Mappings

Chapter 3. Mathematical Programming and Multivalued Mappings

Chapter 4. Optimization of Ordinary Discrete and Differential Inclusions and t1-Transversality Conditions

Chapter 5. On Duality of Ordinary Discrete and Differential Inclusions with Convex Structures

Chapter 6. Optimization of Discrete and Differential Inclusions with Distributed Parameters via Approximation

Bibliography

Quotes and reviews

"The goals of this book are to present the basic concepts and principles of mathematical programming in terms of set-valued analysis and on the basis of the method of approximation, to develop a comprehensive optimality theory of problems described by ordinary and partial differential inclusion."--Zentralblatt MATH 2012-1235-65002

 
 
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