Fuzzy Nash equilibrium in fuzzy games using ranking fuzzy numbers

Solving Fuzzy Bi-matrix Games Through a Interval Value Function Approach

“…Chakeri et al [8] used fuzzy logic to determine the priority of the payoff based on the linguistic preference relation and proposed the notion of linguistic Nash equilibriums. Fuzzy preference relation has been widely used in the fuzzy game theory [5,6,7,9]. At the same time, they [9] utilize the same method [8] to determine the priority of the payoff based on fuzzy preference relation.…”

Multi-objective Fuzzy Bi-matrix Game Model: A Multicriteria Non-Linear Programming Approach

“…The fuzziness occurring in game problems is categorized as fuzzy game problems. Single objective fuzzy game problems and related problems attached a wide range of research [2][3][4][5][6][7][8][9]. Tan et al [5] presented a concept of the potential function for solving fuzzy games problems.…”

“…Chakeri et al [10] used fuzzy logic to determine the priority of the pay-off based on the linguistic preference relation and proposed the notion of linguistic Nash equilibriums. Fuzzy preference relation has been widely used in fuzzy game theory [7][8][9]11]. At the same time, they [11] utilize the same method [10] to determine the priority of the pay-off based on fuzzy preference relation.…”

Solving Multi-Objective Matrix Games with Fuzzy Payoffs through the Lower Limit of the Possibility Degree

“…Chakeri et al [23] used fuzzy logic to determine the priority of the payoff based on the linguistic preference relation and proposed the notion of linguistic Nash equilibrium. Fuzzy preference relation has been widely used in fuzzy game theory [24][25][26][27]. At the same time, they [24] utilize the same method [23] to determine the priority of the payoff based on fuzzy preference relation.…”