Intuitions about the epistemic virtues of majority voting

IF 2.5 3区 心理学 Q2 PSYCHOLOGY, EXPERIMENTAL
H. Mercier, Martin Dockendorff, Y. Majima, Anne-Sophie Hacquin, Melissa Schwartzberg
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引用次数: 2

Abstract

Abstract The Condorcet Jury Theorem, along with empirical results, establishes the accuracy of majority voting in a broad range of conditions. Here we investigate whether naïve participants (in the U.S. and Japan) are aware of this accuracy. In four experiments, participants were provided with information about an assembly voting to decide on one of two options, one being better than the other. In Experiments 1 and 2, participants were provided with specific parameters and they vastly underestimated the probability that the majority would select the right option. In Experiment 3, participants were provided with less specific information, and still underestimated the probability that the majority would select the right option. In Experiment 4, participants were asked to compare majority rules and supermajority rules. Most participants failed to grasp the relative weakness of supermajority rules. Our results are compatible with participant relying on a simple model of the voting situation based either on the competence of an individual voter, or on the minimum proportion required for a majority to form, making them largely blind to the “miracle of aggregation.”
关于多数投票的认知美德的直觉
孔多塞陪审团定理与实证结果一起,在广泛的条件下建立了多数投票的准确性。在这里,我们调查naïve参与者(在美国和日本)是否意识到这种准确性。在四个实验中,研究人员向参与者提供了关于集体投票决定两种选择之一的信息,其中一种比另一种更好。在实验1和2中,参与者被提供了特定的参数,他们大大低估了大多数人选择正确选项的可能性。在实验3中,参与者被提供的具体信息较少,仍然低估了大多数人会选择正确选项的概率。在实验4中,参与者被要求比较多数规则和绝对多数规则。大多数与会者未能领会绝对多数规则的相对弱点。我们的结果与依赖简单投票情况模型的参与者是兼容的,该模型要么基于单个选民的能力,要么基于形成多数所需的最小比例,这使得他们在很大程度上对“聚合奇迹”视而不见。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Thinking & Reasoning
Thinking & Reasoning PSYCHOLOGY, EXPERIMENTAL-
CiteScore
6.50
自引率
11.50%
发文量
25
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