Sufficient condition for nondominated maximin strategy of arbitrary player with terminal payoff function in two-step positional game of n persons with strategies-syntheses and finite sets of controlling actions of players | Zendy

Вячеслав Вячеславович Сушкин | Zendy; Vyacheslav Sushkin | Zendy

Open Access

Sufficient condition for nondominated maximin strategy of arbitrary player with terminal payoff function in two-step positional game of n persons with strategies-syntheses and finite sets of controlling actions of players

Author(s) -

Вячеслав Вячеславович Сушкин,

Vyacheslav Sushkin

Publication year - 2021

Publication title -

mathematical game theory and applications

Language(s) - English

Resource type - Journals

ISSN - 2074-9872

DOI - 10.17076/mgta_2021_2_35

Subject(s) - minimax , stochastic game , terminal (telecommunication) , mathematical economics , function (biology) , strategy , mathematics , combinatorics , mathematical optimization , game theory , computer science , telecommunications , evolutionary biology , biology

Two-step positional game of $n$ persons with strategies-syntheses, $n\geqslant 2$, and finite sets of controlling actions of players is investigated. Sufficient condition for nondominated maximin strategy of arbitrary player, whose payoff function is terminal, has been obtained.

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