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Characterizing referenda with quorums via strategy-proofness

机译:通过策略验证以法定人数表征公投

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The paper works with a formal model of referenda, where a finite number of voters can choose between two options and abstention. A referendum will be invalid if too many voters abstain, otherwise the referendum will return one of the two options. We consider quorum rules where an option is chosen if it is preferred by the majority of voters and if at least a certain number of voters (the quorum) votes for the alternative. The paper characterizes these rules as the only referenda which are strategy-proof over certain preferences.
机译:本文采用正式的全民投票模型,其中有限数量的选民可以在两种选择和弃权之间进行选择。如果有太多选民弃权,公民投票将是无效的,否则,公民投票将返回两个选项之一。我们考虑法定人数规则,如果大多数选民都选择该选项,并且至少有一定数量的选民(法定人数)投票,则选择该选项。本文将这些规则描述为唯一的公投,这些公投对某些偏好具有策略性。

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