Standard

Planning of geopolitical events in multiple regions. / Малафеев, Олег Алексеевич; Харламов, Всеволод Александрович; Зайцева, Ирина Владимировна; Никулина , Ольга; Остапенко, Елена ; Gulay, Tatiana; Смирнова, Татьяна Евгеньевна.

в: AIP Conference Proceedings, Том 3102, № 1, 030014, 27.03.2024.

Результаты исследований: Научные публикации в периодических изданиях › статья в журнале по материалам конференции › Рецензирование

Harvard

Малафеев, ОА, Харламов, ВА, Зайцева, ИВ, Никулина , О, Остапенко, Е, Gulay, T & Смирнова, ТЕ 2024, 'Planning of geopolitical events in multiple regions', AIP Conference Proceedings, Том. 3102, № 1, 030014. https://doi.org/ 10.1063/5.0200068

APA

Малафеев, О. А., Харламов, В. А., Зайцева, И. В., Никулина , О., Остапенко, Е., Gulay, T., & Смирнова, Т. Е. (2024). Planning of geopolitical events in multiple regions. AIP Conference Proceedings, 3102(1), [030014]. https://doi.org/ 10.1063/5.0200068

Vancouver

Малафеев ОА, Харламов ВА, Зайцева ИВ, Никулина О, Остапенко Е, Gulay T и пр. Planning of geopolitical events in multiple regions. AIP Conference Proceedings. 2024 Март 27;3102(1). 030014. https://doi.org/ 10.1063/5.0200068

Author

Малафеев, Олег Алексеевич ; Харламов, Всеволод Александрович ; Зайцева, Ирина Владимировна ; Никулина , Ольга ; Остапенко, Елена ; Gulay, Tatiana ; Смирнова, Татьяна Евгеньевна. / Planning of geopolitical events in multiple regions. в: AIP Conference Proceedings. 2024 ; Том 3102, № 1.

BibTeX

@article{d3c47f190f734c27ab30e074085ab22f,
title = "Planning of geopolitical events in multiple regions",
abstract = "The problem of finding a joint solution for the organizers of geopolitical events in various regions is taken into consideration in this paper. In the set of all potential joint solutions, each organizer is interested in maximizing their own income function. Regions where geopolitical events take place and the training facilities where the required specialists are trained both have an impact on the income. As the principle of optimality, a compromise solution is adopted, which is an acceptable solution that causes the most dissatisfied geopolitical event organizer the least amount of income loss. A numerical example is solved for the case of three organizers.",
keywords = "geopolitical events, planning, multiple regions, geopolitical events, planning, multiple regions",
author = "Малафеев, {Олег Алексеевич} and Харламов, {Всеволод Александрович} and Зайцева, {Ирина Владимировна} and Ольга Никулина and Елена Остапенко and Tatiana Gulay and Смирнова, {Татьяна Евгеньевна}",
note = "Malafeyev O., Harlamov V., Zaitseva I., Nikulina O., Ostapenko E., Gulay T. Smirnova T. Planning of geopolitical events in multiple regions // V International Scientific Conference on Advanced Technologies in Aerospace, Mechanical and Automation Engineering: (MIST: Aerospace-V 2023), 3–5 March 2023, Krasnoyarsk, Russian Federation. AIP Conference Proceedings. 2024. Vol. 3102. No 1. Art. no 030014.; V International Conference MIST: Aerospace-V 2023: Advanced Technologies in Aerospace, Mechanical and Automation Engineering, Aerospace-V 2023 ; Conference date: 03-03-2023 Through 05-03-2023",
year = "2024",
month = mar,
day = "27",
doi = "https://doi.org/ 10.1063/5.0200068",
language = "English",
volume = "3102",
journal = "AIP Conference Proceedings",
issn = "0094-243X",
publisher = "American Institute of Physics",
number = "1",
url = "https://conf.domnit.ru/en/conferences/mist-2023/",

}

RIS

TY - JOUR

T1 - Planning of geopolitical events in multiple regions

AU - Малафеев, Олег Алексеевич

AU - Харламов, Всеволод Александрович

AU - Зайцева, Ирина Владимировна

AU - Никулина , Ольга

AU - Остапенко, Елена

AU - Gulay, Tatiana

AU - Смирнова, Татьяна Евгеньевна

N1 - Conference code: V

PY - 2024/3/27

Y1 - 2024/3/27

N2 - The problem of finding a joint solution for the organizers of geopolitical events in various regions is taken into consideration in this paper. In the set of all potential joint solutions, each organizer is interested in maximizing their own income function. Regions where geopolitical events take place and the training facilities where the required specialists are trained both have an impact on the income. As the principle of optimality, a compromise solution is adopted, which is an acceptable solution that causes the most dissatisfied geopolitical event organizer the least amount of income loss. A numerical example is solved for the case of three organizers.

AB - The problem of finding a joint solution for the organizers of geopolitical events in various regions is taken into consideration in this paper. In the set of all potential joint solutions, each organizer is interested in maximizing their own income function. Regions where geopolitical events take place and the training facilities where the required specialists are trained both have an impact on the income. As the principle of optimality, a compromise solution is adopted, which is an acceptable solution that causes the most dissatisfied geopolitical event organizer the least amount of income loss. A numerical example is solved for the case of three organizers.

KW - geopolitical events

KW - planning

KW - multiple regions

KW - geopolitical events

KW - planning

KW - multiple regions

U2 - https://doi.org/ 10.1063/5.0200068

DO - https://doi.org/ 10.1063/5.0200068

M3 - Conference article

VL - 3102

JO - AIP Conference Proceedings

JF - AIP Conference Proceedings

SN - 0094-243X

IS - 1

M1 - 030014

T2 - V International Conference MIST: Aerospace-V 2023: Advanced Technologies in Aerospace, Mechanical and Automation Engineering

Y2 - 3 March 2023 through 5 March 2023

ER -

ID: 121306655