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

Zakharov V.K.; Davidov A.V.

doi:10.17759/mda.2020100201

Previous issue (2020. Vol. 10, no. 2)

Modelling and Data Analysis

Publisher: Moscow State University of Psychology and Education

ISSN (printed version): 2219-3758

ISSN (online): 2311-9454

DOI: https://doi.org/10.17759/mda

License: CC BY-NC 4.0

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Modelling and Data Analysis
2020. Vol. 10, no. 2, 5–24
doi:10.17759/mda.2020100201
ISSN: 2219-3758 / 2311-9454 (online)

Optimal Control in Mathematical Model of Military Subordinating Interaction of Two States ²⁹

Zakharov V.K.
PhD in Physics and Matematics, Professor of the Department of Mathematical Analysis, Lomonosov Moscow State University, Moscow, Russia
ORCID: https://orcid.org/0000-0002-5492-7317
e-mail: zakharov_valeriy@list.ru

Davidov A.V.
Post-Graduate Student of the Department of Mathematical Analysis, Lomonosov Moscow State University, Moscow, Russia
ORCID: https://orcid.org/0000-0003-4949-4171
e-mail: esse101@yandex.ru

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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.

Keywords: optimization mathematical model of State, optimization mathematical model of military aggressive interaction of two States, target functional, optimal solution

Column: Mathematical Modelling

DOI: https://doi.org/10.17759/mda.2020100201

For Reference

Zakharov V.K., Davidov A.V. Optimal Control in Mathematical Model of Military Subordinating Interaction of Two States. Modelirovanie i analiz dannikh = Modelling and Data Analysis, 2020. Vol. 10, no. 2, pp. 5–24. doi:10.17759/mda.2020100201. (In Russ., аbstr. in Engl.)

Gusseinova A.S., Pavlovskii Yu.N., Ustinov V.A. Opyt imitatsionnogo modelirovaniya istoricheskogo protsessa. − M.: Nauka, 1984. − 157 p.
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.
Zakharov V.K. Nomologiya. Ustroenie i napravlenie chelovecheskoi deyatel’nosti. − M.: MGPPU, 2011. − 216 p.
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.
Zakharov V.K., Kuzenkov O.A. Optimal’noe upravlenie v matematicheskoi modeli gosudarstva. Zhurnal Srednevolzhskogo matematicheskogo obshchestva. 2015. T. 17, № 2. P. 34–38.
Zakharov V.K. Nomologiya. Vosproizvedenie i obnovlenie chelovecheskogo bytiya. − M.: «Onebook. ru», 2016. − 396 p.
Zakharov V.K. Ehtot Novyi Staryi Mir. Budushchee iz proshlogo. − M.: Izdatel’skii dom “Kislorod” 2017. − 448 p.
Zakharov V.K. Dinamicheskaya optimizatsionnaya matematicheskaya model’ voennogo podchinitel’nogo vzaimodeistviya dvukh gosudarstv. Analiz, modelirovanie, upravlenie, razvitie sotsial’no-ehkonomicheskikh sistem: sbornik nauchnykh trudov XIII Vserossiiskoi shkoly-simpoziuma AMUR-2019 (14–27 sentyabrya 2019). – Simferopol’: IP Kornienko, 2019. P. 172–179.
Zakharov V.K. Optimizatsionnaya matematicheskaya model’ mirnogo podchinitel’nogo vzaimodeistviya dvukh gosudarstv. Sovremennye problemy analiza dinamicheskikh sistem. Teoriya i praktika: materialy mezhdunarodnoi otkrytoi konferentsii (21–23 maya 2019g.). − Voronezh: VGLTU, 2019. P. 189–191.
Zakharov V.K. Optimizatsionnye matematicheskie modeli konkurentsii dvukh gosudarstv. Sbornik materialov mezhdunarodnoi konferentsii KROMSh-2019 (17–29 sentyabrya 2019g.). − Simferopol’: POLIPRINT, 2019. P. 260–263.
Zakharov V.K. Mathematical model of the trade-currency subordinating interaction of two states. Sbornik tezisov chetvertoi mezhdunarodnoi konferentsii «Modelirovanie nelineinykh protsessov i sistem» (15–17 oktyabrya 2019g.). M.: Yanus − K, 2019. P. 40–41.
Zakharov V.K. Optimization mathematical models of the peaceful subordinating interactions of two States. Journal of Physics: Conference Series. 2019. V. 1391. Conference 1. 012040. P 1–7.
Zakharov V.K. Optimizatsionnye matematicheskie modeli mirnogo i voennogo podchinitel’nykh vzaimodeistvii dvukh gosudarstv. Modelirovanie i analiz dannykh = Modelling and Data Analysis. 2019. № 2. P. 4–20.

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