关于投票悖论、策略投票以及公平的投票规则的研究
On Preference Intensity, Strategic Voting and the Strategy-proof Voting Rules
个体的偏好强度总被认为是基数的,因此阿罗社会福利函数体系中并不涉及偏好强度。然而本文的研究表明对个体偏好关系的集结必然涉及偏好强度问题,投票悖论产生的原因就在于对偏好强度的不合理处理。具有合理的偏好强度的个体偏好集结函数将避免投票悖论,并且满足除无关方案独立性条件外的其它阿罗公理性条件。对投票人的策略投票的原因进行分析,证明了一种防策略投票的投票规则的存在性,并且在此投票规则下对涉及公共财富分配的一类投票问题可以实现公平的结果。
Preference intensity hasn’t been involved in the Arrowian social welfare system because it is considered to be cardinal. However, the study in this article indicates that preference intensity is necessarily considered in aggregating of individual preferences, and that the reason for voting paradox is preference intensity is ignored or inconsequence dealt with. An aggregation function of individual preferences deals with preference intensity properly will not give rise to voting paradox and satisfies the Arrow’s axiomatic criteria except the independence of irrelevant alternatives. The reasons for strategic voting are analyzed and then a strategy-proof voting rule is deduced and proved. A fair rule for the voting solution of distribution of public wealth is deduced, by which the voting benefit will be averagely assigned among the voters.
李家炜
政治理论
投票悖论,偏好强度,策略投票,防策略投票,公平的投票规则
Voting paradox Preference intensity Strategic voting strategic-proofness fair rule for voting
李家炜.关于投票悖论、策略投票以及公平的投票规则的研究[EB/OL].(2004-11-03)[2025-08-16].http://www.paper.edu.cn/releasepaper/content/200411-18.点此复制
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