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Решение усредненного дерева в многоагентных системах с сетевой структурой. / Тур, Анна Викторовна; Петросян, Леон Аганесович.

In: МАТЕМАТИЧЕСКАЯ ТЕОРИЯ ИГР И ЕЕ ПРИЛОЖЕНИЯ, Vol. 15, No. 1, 23.03.2023, p. 73-89.

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@article{b804c2744be247c0b8107de82b53dd76,
title = "Решение усредненного дерева в многоагентных системах с сетевой структурой",
abstract = "The paper proposes the use of methods of differential games to find the optimal solution in a multi-agent system with a network structure. A class of differential games on cycle-free graphs is described. A characteristic function of a special form is used, which takes into account the network structure of the game. The average tree solution is considered as a cooperative optimality principle. An illustrative example is considered.",
keywords = "multi-agent systems, differential games, games on networks, cooperative game, average tree solution",
author = "Тур, {Анна Викторовна} and Петросян, {Леон Аганесович}",
year = "2023",
month = mar,
day = "23",
language = "русский",
volume = "15",
pages = "73--89",
journal = "МАТЕМАТИЧЕСКАЯ ТЕОРИЯ ИГР И ЕЕ ПРИЛОЖЕНИЯ",
issn = "2074-9872",
publisher = "Институт прикладных математических исследований Карельского научного центра Российской академии наук",
number = "1",

}

RIS

TY - JOUR

T1 - Решение усредненного дерева в многоагентных системах с сетевой структурой

AU - Тур, Анна Викторовна

AU - Петросян, Леон Аганесович

PY - 2023/3/23

Y1 - 2023/3/23

N2 - The paper proposes the use of methods of differential games to find the optimal solution in a multi-agent system with a network structure. A class of differential games on cycle-free graphs is described. A characteristic function of a special form is used, which takes into account the network structure of the game. The average tree solution is considered as a cooperative optimality principle. An illustrative example is considered.

AB - The paper proposes the use of methods of differential games to find the optimal solution in a multi-agent system with a network structure. A class of differential games on cycle-free graphs is described. A characteristic function of a special form is used, which takes into account the network structure of the game. The average tree solution is considered as a cooperative optimality principle. An illustrative example is considered.

KW - multi-agent systems

KW - differential games

KW - games on networks

KW - cooperative game

KW - average tree solution

UR - http://82.196.66.3/publ.php?id=21613&plang=r

M3 - статья

VL - 15

SP - 73

EP - 89

JO - МАТЕМАТИЧЕСКАЯ ТЕОРИЯ ИГР И ЕЕ ПРИЛОЖЕНИЯ

JF - МАТЕМАТИЧЕСКАЯ ТЕОРИЯ ИГР И ЕЕ ПРИЛОЖЕНИЯ

SN - 2074-9872

IS - 1

ER -

ID: 104522132