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Control and optimization : the linear treatment of nonlinear problems

Author: J E Rubio
Publisher: Manchester, UK ; Dover, N.H., USA : Manchester University Press, ©1986.
Series: Nonlinear science.
Edition/Format:   Print book : EnglishView all editions and formats
Summary:
Optimal control theory and optimization--two areas of applied mathematics that develop theories and procedures for improving the performance of a given process by an appropriate choice of parameters and controls--are the focus of this monograph. Examines theoretical aspects of optimization and control at an advanced level. Some computational methods are also treated. A new approach to the solution of optimal control  Read more...
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Additional Physical Format: Online version:
Rubio, J.E.
Control and optimization.
Manchester, UK ; Dover, N.H., USA : Manchester University Press, ©1986
(OCoLC)610259305
Material Type: Internet resource
Document Type: Book, Internet Resource
All Authors / Contributors: J E Rubio
ISBN: 0719018412 9780719018411 0471935115 9780471935117
OCLC Number: 12262583
Description: viii, 121 pages : illustrations ; 24 cm.
Contents: Optimal control problems, old and new --
Existence --
Linear programs --
Approximations --
some numerical results, and a method for global minimization --
Controllability --
Hilbert space --
The diffusion equation --
Appendix: Functions, functionals and measures.
Series Title: Nonlinear science.
Responsibility: J.E. Rubio.
More information:

Abstract:

Optimal control theory and optimization--two areas of applied mathematics that develop theories and procedures for improving the performance of a given process by an appropriate choice of parameters and controls--are the focus of this monograph. Examines theoretical aspects of optimization and control at an advanced level. Some computational methods are also treated. A new approach to the solution of optimal control problems is developed and studied by using measures to associate a nonlinear control problem with an infinite-dimensional linear programming problem.

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