Solving two- person zero- sum matrix games under fuzzy environment
Keywords: Matrix games; Payoff matrix; Linear programming; (γ,δ) interval- valued fuzzy numbers; Signed distance ranking; Optimal fuzzy strategy
This paper aims to study two-person zero- sum matrix games with payoff represented as interval- valued fuzzy numbers instead of the normal fuzzy numbers. Using the signed distance ranking, the fuzzy payoff matrix is converted into the corresponding deterministic. Then, a proposed method for solving the problem is presented. Finally, two examples are given to illustrate the practically and the efficiency of the method.
How to Cite
Khalifa, H. A. (2019). Solving two- person zero- sum matrix games under fuzzy environment. International Journal of Applied Optimization Studies, 2(04), 01-08. Retrieved from http://ijaos.com/index.php/home/article/view/49
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