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Values of Large Games, I: A Limit Theorem
N. Z. Shapiro, L. S. Shapley
Source abstract
This paper gives an analysis of what happens in a weighted majority game when a block of votes is broken up and distributed among a large number of players. It is shown that the value of the game to the other players converges to a limit as the size of the largest fragment tends to zero. An explicit expression is given for the limit.
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