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Optimal control problems of parabolic equations with an infinite number of variables and with equality constraints
Journal article   Peer reviewed

Optimal control problems of parabolic equations with an infinite number of variables and with equality constraints

G. M. Bahaa
IMA journal of mathematical control and information, Vol.25(1), pp.37-48
01/03/2008
DOI: https://doi.org/10.1093/imamci/dnm002

Abstract

Automation & Control Systems Mathematics Mathematics, Applied Physical Sciences Science & Technology Technology
Optimal control problems of systems governed by parabolic equations with an infinite number of variables and with additional equality constraints are considered. The extremum principle, as well as sufficient condition of optimality, is formulated for the Neumann problem by using certain extensions of Dubovitskii-Milyutin method.

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