离散资源分配中的溯罗效率与可审计性

M. Pycia, M. Utku Ünver
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引用次数: 4

摘要

在不进行货币转移的异构不可分割资源分配环境中,每个主体都有一个单位需求,我们证明了一个分配机制是个体抗策略和阿罗维有效的,即当且仅当该机制是群体抗策略和帕累托有效的,它总是选择相对于某个阿罗维社会福利函数的最佳结果。根据机制的可审计性重新解释阿罗的无关替代的独立性,我们进一步表明,这些机制恰恰是策略证明、帕累托效率和可审计的。
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Arrovian Efficiency and Auditability in the Allocation of Discrete Resources
In environments where heterogeneous indivisible resources are being allocated without monetary transfers and each agent has a unit demand, we show that an allocation mechanism is individually strategy-proof and Arrovian efficient, i.e., it always selects the best outcome with respect to some Arrovian social welfare function if, and only if, the mechanism is group strategy-proof and Pareto efficient. Re-interpreting Arrow's Independence of Irrelevant Alternatives in terms of auditability of the mechanism, we further show that these are precisely the mechanisms that are strategy-proof, Pareto efficient, and auditable.
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