Characterization of the Equilibrium Strategy of Fuzzy Bimatrix Games Based on L-R Fuzzy Variables
This paper deals with bimatrix games in uncertainty environment based on several types of ordering, which Maeda proposed. But Maeda's models was just made based on symmetrical triangle fuzzy variable. In this paper, we generalized Maeda's model
Cun-Lin Li
core
Government regulation strategy, leading firms' innovation strategy, and following firms imitation strategy: An analysis based on evolutionary game theory. [PDF]
Zhang M, Huang Y, Jin Y, Bao Y.
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Quantum Negotiation Games: Toward Ethical Equilibria. [PDF]
Smoliński R +3 more
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Nash Equilibria in Four-Strategy Quantum Extensions of the Prisoner's Dilemma Game. [PDF]
Frąckiewicz P +4 more
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Correction: Defending Against Advanced Persistent Threats Using Game-Theory. [PDF]
Rass S, König S, Schauer S.
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Equilibrium in bimatrix games and in repeated games with additive reward and transition.
Equilibrium in bimatrix games and in repeated games with additive reward and ...
Fe Serapio. Evangelista (7978166)
core
Game-Theoretic Motion Planning with Perception Uncertainty and Right-of-Way Constraints. [PDF]
Panahandeh P +4 more
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Competitive Environments and Protective Behaviour
The class of two-person competition games is introduced and analyzed.For any game in this class the set of Nash equilibria is convex, equilibrium strategies are exchangeable, and all Nash equilibria lead to the same payoff vector.
Borm, P.E.M. +2 more
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The strategy dynamics of collective systems: Underlying hindrances beyond two-actor coordination. [PDF]
Valencia-Romero A, Grogan PT.
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More strategies, more Nash equilibria [PDF]
This short paper isolates a non-trivial class of games for which there exists a monotone relation between the size of pure strategy spaces and the number of pure Nash equilibria (Theorem).
Sophie Bade +2 more
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