Fr. 69.00

Analysis and Algorithms of Optimization Problems

English · Paperback / Softback

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Description

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Differential stability of projection in Hilbert space onto convex set. Applications to sensitivity analysis of optimal control problems.- Sensitivity of solutions to convex optimal control problems for parabolic equations.- Parametric optimization problems for evolution initial - boundary value problems.- Finite element approximation of an optimal design problem for free vibrating plates.- The design of a two-dimensional domain.- Numerical treatment of variational inequality governing multidimensional two-phase stefan problem.- Improvement of an algorithm for the computation of optimal control.- Quasi-optimal feedback for linear differential games.- Suboptimal strategies for Nash nonlinear differential games.- Quasi ¿ Subgradient algorithms for calculating surrogate constraints.

List of contents

Differential stability of projection in Hilbert space onto convex set. Applications to sensitivity analysis of optimal control problems.- Sensitivity of solutions to convex optimal control problems for parabolic equations.- Parametric optimization problems for evolution initial - boundary value problems.- Finite element approximation of an optimal design problem for free vibrating plates.- The design of a two-dimensional domain.- Numerical treatment of variational inequality governing multidimensional two-phase stefan problem.- Improvement of an algorithm for the computation of optimal control.- Quasi-optimal feedback for linear differential games.- Suboptimal strategies for Nash nonlinear differential games.- Quasi - Subgradient algorithms for calculating surrogate constraints.

Product details

Assisted by Kazimier Malanowski (Editor), Kazimierz Malanowski (Editor), Mizukami (Editor), Mizukami (Editor), Koichi Mizukami (Editor)
Publisher Springer, Berlin
 
Languages English
Product format Paperback / Softback
Released 15.10.2013
 
EAN 9783540166603
ISBN 978-3-540-16660-3
No. of pages 241
Weight 441 g
Illustrations VIII, 241 p. 35 illus.
Series Lecture Notes in Control and Information Sciences
Lecture Notes in Control and Information Sciences
Subject Natural sciences, medicine, IT, technology > Technology > Electronics, electrical engineering, communications engineering

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