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Non-cooperative finite element games

Applied Numerical Mathematics, 2021
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Danny Smyl, Liang Chen, Li Lai, Dong Liu
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Cooperation in Finitely Repeated Non-Cooperative Games

1988
This paper is concerned with eliciting cooperative behavior in two persons finitely repeated non-cooperative games. It is argued that whenever there are three equilibria such that the Players’ preferences are in reversed order then, under some conditions, cooperation may be initiated and recursively maintained leading to a unique point on the Pareto ...
Michel Moreaux   +2 more
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FiniteN-person non-cooperative games with unique equilibrium points

International Journal of Game Theory, 1981
A necessary and sufficient condition is found for a given completely mixed strategyN-tuple to be the unique equilibrium point of some finiteN-person non-cooperative game.
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A non-cooperative bargaining game with risk averse players and an uncertain finite horizon

Economics Letters, 1986
Abstract For an alternating offer bargaining game with an uncertain horizon, the equilibrium payoff to a player is greater, the less risk averse is he relative to his opponent. As the horizon becomes infinite in length, the equilibrium partition converges to the Nash bargaining solution.
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On efficiency of some algorithms for solving finite non-cooperative n-person games in general and multi-matrix settings.

OP&PM Surveys on Applied and Industrial Mathematics, 2020
U. H. Malkov   +2 more
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Online Finite-Horizon ADP Algorithm for Solving Non-Cooperative Differential Games

2024 36th Chinese Control and Decision Conference (CCDC)
Yingning Gao, Kemao Ma
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