Solving two- person zero- sum matrix games under fuzzy environment

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Keywords:

Matrix games; Payoff matrix; Linear programming; (γ,δ) interval- valued fuzzy numbers; Signed distance ranking; Optimal fuzzy strategy

Abstract

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.

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Published

2019-11-15

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://www.ijaos.com/index.php/home/article/view/49

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Original article

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