Results 141 to 150 of about 5,840 (192)

Scalarization Method in Multicriteria Games

Computational Mathematics and Mathematical Physics, 2018
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Novikova, N. M., Pospelova, I. I.
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Ideal equilibria in noncooperative multicriteria games

Mathematical Methods of Operations Research (ZOR), 2000
The authors consider finite noncooperative multicriteria games in the form of a tuple \(G\) = \(\langle N, (X_i)_{i\in N},(u_i)_{i\in N}\rangle\) with a finite set \(N\) of players, where for \(i\in N\), \(X_i\) is a finite set of Player \(i\)'s pure strategies, and \(u_i = (u_{ik})_{k=1}^{r(i)}\) is a vector payoff function of Player \(i\) defined on \
Voorneveld, M., Grahn, S., Dufwenberg, M.   +2 more
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E-Equilibria for Multicriteria Games

2012
In this paper we propose an equilibrium definition for non-cooperative multicriteria games based on improvement sets. Our new definition generalizes the idea of exact and approximate equilibria. We obtain existence theorems for some multicriteria games.
PUSILLO, ANGELA LUCIA, TIJS S.
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Equilibria in Dynamic Multicriteria Games

International Game Theory Review, 2017
Mathematical models involving more than one objective seem more adherent to real problems. Often players have more than one goal which are often not comparable. These situations are typical for game-theoretic models in economic and ecology. In this paper, new approaches to construct equilibria in dynamic multicriteria games are constructed.
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Multicriteria Competitive Games as Models in Operations Research

Computational Mathematics and Mathematical Physics, 2020
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Kreines, E. M., Novikova, N. M., Pospelova, I. I.   +2 more
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Sustainable cooperation in multicriteria multistage games

Operations Research Letters, 2018
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Denis Kuzyutin, Ekaterina Gromova, Yaroslavna Pankratova   +2 more
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Rationalizability in multicriteria games

International Journal of Game Theory, 2018
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Approximations and Well-Posedness in Multicriteria Games

Annals of Operations Research, 2005
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Cooperation in Multicriteria Repeated Games

2017
In classical Game Theory a rational player’s goal is to maximize its payoff by choosing a strategy that is best response to the opponent’s strategy. This theoretical presumption leads to mutual defection in dilemma games. Despite theoretical prediction in real life situations players tend to cooperate. Our goal is to develop a model that overcomes some
Réka Nagy, Mihai Suciu, Dan Dumitrescu
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Two-person non-zero-sum gamesas multicriteria goal games

Annals of Operations Research, 1998
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Fernández, F. R., Puerto, J., Monroy, L.   +2 more
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