Abstract:
In this paper two person zero sum matrix games are considered in which elements
of payoff matrix are expressed with triangular intuitionistic fuzzy numbers (TIFNs). The
purpose of this paper is to develop a solution methodology for solving such types of matrix
games. For this, a pair of auxiliary intuitionistic fuzzy programming (IFP) models for each
player are established. Then these two IFP problems are transformed into conventional crisp
linear programming problems by defining a suitable defuzzification function to determine
optimal strategies for each player and value of the game. The proposed method in this paper
is illustrated with a numerical example to show the validity and applicability.
