Add to ORKGIn this paper, the Nash equilibrium strategy of two-person zero-sum games with heptagonal fuzzy payoffs is considered and the existence of Nash equilibrium strategy is studied. Also, based on the fuzzy max order several models in heptagonal fuzzy environment is constructed and the existence of their equilibrium strategies is proposed. In the sequel, the existence of Pareto Nash equilibrium strategies and weak Pareto Nash equilibrium strategies is investigated for fuzzy matrix games. Finally, the relation between Pareto Nash equilibrium strategy and parametric bi-matrix games is established
In this paper, a two-person zero-sum matrix game with fuzzy numbers payoff is introduced. Using the ...
The paper elaborates on the fuzzy bimatrix games. The payoffs are assumed to be fuzzy intervals with...
In this paper, we investigate a new method to solve a fuzzy game problem with payoff as represented ...
In this paper, the Nash equilibrium strategy of two-person zero-sum games with heptagonal fuzzy pay...
AbstractIn this paper, we investigate Nash equilibrium strategy of two-person zero-sum games with fu...
Abstract. In this paper, we consider fuzzy $\mathrm{b}\mathrm{i}$-matrix games, namely, two-person g...
In this article, we introduce a model of bi-matrix games based on crisp parametric payoffs via utili...
In this article, we put forward the multi-objective matrix game model based on fuzzy payoffs. In ord...
In this paper, we study the generalization of (Nash) equilibrium and dominance solvability to interv...
In this paper, we consider an interval matrix game with interval valued payoffs, which is the genera...
AbstractA recent research work of Clemente et al. [12] on Pareto-optimal security strategies (POSS) ...
A two person zero sum matrix game with fuzzy goals and fuzzy payoffs is considered and its solution ...
Two-player zero sum games, or in short matrix games, are useful models in game theory that models to...
We expand the classical model of a two-player game to select the best strategies, whose action is ex...
[[abstract]]Game theoretic decision making is a practical approach to multi-agent coordination. Rati...
In this paper, a two-person zero-sum matrix game with fuzzy numbers payoff is introduced. Using the ...
The paper elaborates on the fuzzy bimatrix games. The payoffs are assumed to be fuzzy intervals with...
In this paper, we investigate a new method to solve a fuzzy game problem with payoff as represented ...
In this paper, the Nash equilibrium strategy of two-person zero-sum games with heptagonal fuzzy pay...
AbstractIn this paper, we investigate Nash equilibrium strategy of two-person zero-sum games with fu...
Abstract. In this paper, we consider fuzzy $\mathrm{b}\mathrm{i}$-matrix games, namely, two-person g...
In this article, we introduce a model of bi-matrix games based on crisp parametric payoffs via utili...
In this article, we put forward the multi-objective matrix game model based on fuzzy payoffs. In ord...
In this paper, we study the generalization of (Nash) equilibrium and dominance solvability to interv...
In this paper, we consider an interval matrix game with interval valued payoffs, which is the genera...
AbstractA recent research work of Clemente et al. [12] on Pareto-optimal security strategies (POSS) ...
A two person zero sum matrix game with fuzzy goals and fuzzy payoffs is considered and its solution ...
Two-player zero sum games, or in short matrix games, are useful models in game theory that models to...
We expand the classical model of a two-player game to select the best strategies, whose action is ex...
[[abstract]]Game theoretic decision making is a practical approach to multi-agent coordination. Rati...
In this paper, a two-person zero-sum matrix game with fuzzy numbers payoff is introduced. Using the ...
The paper elaborates on the fuzzy bimatrix games. The payoffs are assumed to be fuzzy intervals with...
In this paper, we investigate a new method to solve a fuzzy game problem with payoff as represented ...