Optimal Control in Mathematical Model of Military Subordinating Interaction of Two States

Author:

Zakharov V.K.1ORCID,Davidov A.V.1ORCID

Affiliation:

1. Lomonosov Moscow State University

Abstract

On the base of constructed earlier by the first author the optimization mathematical model of a military aggressive subordinating interaction of two States the corresponding problem of finding the optimal control in the simplest class of constant controls is solved.

Publisher

Federal State-Financed Educational Institution of Higher Education Moscow State University of Psychology and Education

Subject

General Medicine

Reference13 articles.

1. Gusseinova A.S., Pavlovskii Yu.N., Ustinov V.A. Opyt imitatsionnogo modelirovaniya istoricheskogo protsessa. − M.: Nauka, 1984. − 157 p.

2. Zakharov V.K., Kuzenkov O.A. Optimal’noe upravlenie v modeli gosudarstva. Modelirovanie i analiz dannykh = Modelling and Data Analysis. 2011. № 1. P. 55–75.

3. Zakharov V.K. Nomologiya. Ustroenie i napravlenie chelovecheskoi deyatel’nosti. − M.: MGPPU, 2011. − 216 p.

4. Zakharov V.K., Kapitanov D.V., Kuzenkov O.A. Optimal’noe upravlenie v modeli gosudarstva II. Modelirovanie i analiz dannykh = Modelling and Data Analysis. 2014. № 1. P. 4–31.

5. Zakharov V.K., Kuzenkov O.A. Optimal’noe upravlenie v matematicheskoi modeli gosudarstva. Zhurnal Srednevolzhskogo matematicheskogo obshchestva. 2015. T. 17, № 2. P. 34–38.

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