Can there be a 'two-person zero-sum' game which has a value of zero? If so, write the
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Can there be a 'two-person zero-sum' game which has a value of zero? If so, write the payoff matrix of one such game and find out the optimal strategies of the players.
Yes, a 'two-person zero-sum' game can have a value of zero. One such game is given below, where player A has 3 and player B has 4 strategies available. Along with the paY-off matrix, the row minima and column maxima are also provided.
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