Equilibrium Strategy of Bi-Matrix Triangular Fuzzy Games with Payoffs Expressed by More than One Expert

In this paper to get the best possible result of game theory, the opinion of more than one expert has been taken. An effective method for solving bi-matrix game with triangular fuzzy payoffs based on the opinion of more than one expert is proposed. An aggregation operator has been used to aggregate the opinion of different experts. The aggregated fuzzy game matrix has been solved by using no-linear programming method in which payoffs are Triangular Fuzzy Numbers (TFNs). Furthermore, the proposed method reduces the impact of biasness on the final results given by single expert. Moreover, this method will be more applicable to solve any type of optimization problems. A Numerical example has given to show the applicability and superiority of the proposed method.