The assignment game introduced by Shapley and Shubik (1972) [6] is a model for a two-sided market where there is an exchange of indivisible goods for money and buyers or sellers demand or supply exactly one unit of the goods. We give a procedure to compute the nucleolus of any assignment game, based on the distribution of equal amounts to the agents, until the game is reduced to fewer agents.
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机译：Shapley and Shubik（1972）[6]引入的赋值游戏是双向市场的模型，在双向市场中，不可分割的商品以货币交换，买卖双方恰好需求或提供商品的一个单位。我们给出了一个程序，根据相等数量的代理分布，计算任何赋值游戏的核仁，直到将博弈减少为更少的代理为止。
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