On the Theory of Optimal Processes in Discrete Systems


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In this paper, by introducing the notion of γ-convex set, we distinguish a wider class of discrete control systems in which the global maximum principle holds. A new type of variation of control for such classes of discrete control systems is proposed and stronger global maximum principle and second-order optimality condition expressed in terms of a singular control of new type are obtained. Generalizing the notion of the relative interior of sets, we obtain an optimality condition for discrete systems in the form of an equality, which we call Pontryagin’s equation.

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M. Mardanov

Institute of Mathematics and Mechanics

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Email: misirmardanov@yahoo.com
阿塞拜疆, Baku, AZ1141

T. Melikov

Institute of Mathematics and Mechanics; Institute of Control Systems

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Email: t.melik@rambler.ru
阿塞拜疆, Baku, AZ1141; Baku, AZ1141

S. Malik

Institute of Mathematics and Mechanics

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Email: saminmelik@gmail.com
阿塞拜疆, Baku, AZ1141

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