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The probability of inconsistencies in complex collective decisions

机译:复杂的集体决策中不一致的可能性

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Many groups make decisions over multiple interconnected propositions. The doctrinal paradox or discursive dilemma shows that propositionwise majority voting can generate inconsistent collective sets of judgments, even when individual sets of judgments are all consistent. I develop a simple model for determining the probability of the paradox, given various assumptions about the probability distribution of individual sets of judgments, including impartial culture and impartial anonymous culture assumptions. I prove several convergence results, identifying when the probability of the paradox converges to 1, and when it converges to 0, as the number of individuals increases. Drawing on the Condorcet jury theorem and work by Bovens and Rabinowicz (2001, 2003), I use the model to assess the truth-tracking performance of two decision procedures, the premise- and conclusion-based procedures. I compare the present results with existing results on the probability of Condorcets paradox. I suggest that the doctrinal paradox is likely to occur under plausible conditions.The author wishes to express his gratitude to Luc Bovens, Matthew Braham, Steven Brams, Bruce Chapman, Philip Pettit, Wlodek Rabinowicz and two anonymous reviewers for helpful comments or discussion. A previous version of this paper was presented at the 2002 Annual Meeting of the European Public Choice Society, Belgirate, Lago Maggiore, Italy, April 2002, and at the Sixth International Meeting of the Society for Social Choice and Welfare, held at the California Institute of Technology, Pasadena, California, July 2002.
机译:许多小组针对多个相互关联的主张做出决策。教义上的悖论或话语权的困境表明,命题式多数表决会产生不一致的集体判断集,即使个别判断集都是一致的也是如此。考虑到各种判断集的概率分布的各种假设,包括公正的文化和公正的匿名文化假设,我建立了一个简单的模型来确定悖论的概率。我证明了几个收敛结果,确定随着个体数量的增加,悖论的概率何时收敛到1,何时收敛到0。根据Bovens和Rabinowicz(2001,2003)的Condorcet陪审团定理和工作,我使用该模型来评估两个决策程序(基于前提和基于结论的程序)的真相跟踪性能。我将当前结果与关于Condorcets悖论可能性的现有结果进行比较。我认为,教义悖论很可能会在合理的条件下发生。该论文的前一版在2002年4月于意大利贝加尔戈的欧洲公共选择学会2002年年会上以及在加利福尼亚研究所举行的第六届社会选择与福利学会国际会议上作了介绍。 2002年7月,加利福尼亚州帕萨迪纳市技术学院。

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