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Note on the applicability of the VCG mechanism to capacitated assignment problems and extensions

机译:注意VCG机制在容量分配问题和扩展中的适用性

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For the allocation of heterogeneous items, it is known that the buyers-are-substitutes condition is necessary and sufficient to ensure that a pricing equilibrium can yield the same allocation and payments as the VCG mechanism. Furthermore, concavity of the corresponding transferable utility TU-game guarantees that this VCG outcome can also be achieved by an ascending price auction. We show that concavity, and hence the buyers-are-substitutes condition, holds for the TU-game of the assignment problem with general capacities. Therefore, the VCG mechanism is supported by a pricing equilibrium which can also be achieved by an ascending auction. We also show that the buyers-are-substitutes condition, and hence concavity, does not hold anymore for very natural and straightforward extensions of this problem. This shows that the necessity of the substitutes property is a considerable restriction on the applicability of the VCG mechanism.
机译:对于异构项目的分配,众所周知,购买者是替代者条件是必要和充分的,以确保定价均衡可以产生与VCG机制相同的分配和支付。此外,相应的可转让效用TU游戏的凹度保证了该VCG结果也可以通过提高价格拍卖来实现。我们证明了凹度,也就是买方是替代的条件,适用于具有一般能力的分配问题的TU博弈。因此,VCG机制由定价均衡支持,而定价均衡也可以通过上升拍卖来实现。我们还表明,对于这个问题的非常自然和直接的扩展,购买者被替代的条件以及因此的凹度不再成立。这表明替代性质的必要性是对VCG机制的适用性的相当大的限制。

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