Interval analysis : application in the optimal control problems
by
 
Razmjooy, Navid, 1987- author.

Title
Interval analysis : application in the optimal control problems

Author
Razmjooy, Navid, 1987- author.

ISBN
9781394190997
 
9781394190980
 
9781394191000

Edition
First edition.

Physical Description
1 online resource

General Note
Includes index.

Contents
Literature review -- Introduction to interval analysis and solving the problems with interval uncertainties -- Stability and controllability based on interval analysis -- Optimal control of the systems with interval uncertainties.

Abstract
"There are two main approaches to solve optimal control problems. The optimal LQ control problems obtained through indirect methods of recurring open-loop counting and optimal nonlinear control problems which can be acquired by using direct spectral methods. The main reason for using the spectral methods is their high speed in solving such problems; the other reason for the use of spectral methods is to obtain optimal results for optimal control problems. The most important reason for the use of orthogonal functions, especially Chebyshev, is that the output of these methods is a well-posed matrix which minimizes the complexity of the system as much as possible. From another perspective, optimal control problems with interval uncertainties can be solved based on two direct and indirect approaches"-- Provided by publisher.

Local Note
John Wiley and Sons

Subject Term
Interval analysis (Mathematics)
 
Mathematical optimization.
 
Control theory -- Mathematical models.
 
Calcul sur des intervalles.
 
Optimisation mathématique.
 
Théorie de la commande -- Modèles mathématiques.

Electronic Access
https://onlinelibrary.wiley.com/doi/book/10.1002/9781394191000


LibraryMaterial TypeItem BarcodeShelf Number[[missing key: search.ChildField.HOLDING]]Status
Online LibraryE-Book598770-1001QA297.75Wiley E-Kitap Koleksiyonu