Prove that for every symmetric bargaining game s d the


Let ? be a solution concept (for F) satisfying symmetry and efficiency.

Prove that for every symmetric bargaining game (S, d), the outcome ?(S, d) is the highest point on the line x1 = x2 that is also in S (in other words, the point in S and on the line x1 = x2 for which x1 is maximal).

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Game Theory: Prove that for every symmetric bargaining game s d the
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