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Optimal jury design for homogeneous juries with correlated votes

机译:具有相关票数的同类陪审团的最佳陪审团设计

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摘要

In a homogeneous jury, in which each vote is correct with the same probability, and each pair of votes correlates with the same correlation coefficient, there exists a correlation-robust voting quota, such that the probability of a correct verdict is independent of the correlation coefficient. For positive correlation, an increase in the correlation coefficient decreases the probability of a correct verdict for any voting rule below the correlation-robust quota, and increases that probability for any above the correlation-robust quota. The jury may be less competent under the correlation-robust rule than under simple majority rule and less competent under simple majority rule than a single juror alone. The jury is always less competent than a single juror under unanimity rule.
机译:在同质陪审团中,每个投票以相同的概率正确,并且每对投票具有相同的相关系数,因此存在相关鲁棒的投票额度,因此正确判决的概率与相关性无关系数。对于正相关,相关系数的增加会降低对相关稳健性配额以下的任何投票规则做出正确判决的可能性,而对于相关相关性鲁棒配额以上的任何表决规则,则增加该概率。陪审团在相关性强壮规则下的胜任能力可能比在简单多数制下胜任,而在简单多数制下则胜任于一个单独的陪审员。在一致通过的规则下,陪审团的能力始终不如单个陪审员。

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