For a coalitional game G = (N, v), the corresponding dual game GD = (N, vD) can be defined in the following way: vD(S)= v(N) v(N \ S) for all S ✓ N. Prove or disprove the following: for all i 2 N, ji(G) = ji(GD) where ji(G) denotes the Shapley value of player i in game G.
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game theory: prove the coalition game watch
- Thread Starter
- 03-11-2016 19:37