Let (N, w) be a 0-1 normalized TP-coalitional game, and let G be the corresponding two-person zero-sum
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Let (N, w) be a 0-1 normalized TP-coalitional game, and let A be the set of all nontrivial coalitions A = {S N : w(S) > 0}. Consider the following two-player zero-sum game. Player 1 chooses a player i N and player 2 chooses a coalition S A. The payoff (from 2 to 1) is
Let δ be the value of the two-person zero-sum game. Show that
x core (N, w) δ ¥ 1
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