Foundations of optimal control theory/

By:

Lee, E. B

Contributor(s):

Markus, L

Material type: Text

TextPublication details: New York: Wiley, [1967]Description: x, 576 pSubject(s):

Control theory

DDC classification:

629.8'312 LEE

LOC classification:

QA402.3 .L38

Summary: The mathematical theory of optimal control began about twenty years ago as a special topic within the discipline of differential equations. After the maximal principle and the method of dynamic programming were discovered, it was recognized that optimal control theory could be treated within the framework of the calculus of variations. However, many of the basic concepts of control theory still demanded an approach through the qualitative theory of differential systems, and it is from this viewpoint that this text has been prepared.

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Item type	Current library	Call number	Status	Date due	Barcode
Monograph & others	CBN HQ Library General Stacks	629.8'312 LEE (Browse shelf(Opens below))	Available		31008100139340

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Previous	625.7'2 ROA Roads and the Urban Environment :	628.72 NAT More water for arid lands :	629.8'312 BOX Time series analysis :	629.8'312 LEE Foundations of optimal control theory/	629.8'32 AST Introduction to stochastic control theory /	629.8'95 ROF Computer control in the process industries /	629.04 STE Optimization of Transport Networks/	Next

Bibliography: p. 537-568.

The mathematical theory of optimal control began about twenty years ago as a special topic within the discipline of differential equations. After the maximal principle and the method of dynamic programming were discovered, it was recognized that optimal control theory could be treated within the framework of the calculus of variations. However, many of the basic concepts of control theory still demanded an approach through the qualitative theory of differential systems, and it is from this viewpoint that this text has been prepared.

ne 22/03/2018

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