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Measuring consensus and dissensus: A generalized index of disagreement using conditional probability

机译:衡量共识和同意:使用条件概率的分歧的广义指标

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摘要

We generalize an index of disagreement recently proposed by Akiyama et al. (2016), which can be applied only to surveys that measure opinions expressed using the standard 5-scale Likert scale, to a general case that uses any scale with more than five response levels. As stated in the aforementioned study, the variance alone, computed from a survey that employs the Likert scale, is not an adequate indicator for measuring the disagreement within a group because the range of the variance is a function of the mean. To overcome this limitation, they define the disagreement index using a conditional probability density function, which allows us to compare responses to questions having different means or between groups across different time periods. However, developing a measure that considers Likert scales larger than five has not yet been developed, and our work addresses this lacuna. As an example, we illustrate an advantage of our generalized measure by calculating the disagreement within consumers' price expectations. (C) 2018 Elsevier Inc. All rights reserved.
机译:我们概括了Akiyama等人最近提出的分歧指数。 (2016),可以仅应用于测量使用标准5级李克特量表表达的意见的调查,以将任何具有超过五个响应级别的比例使用的常规案例。如上所述,从采用李克特量表的调查中计算的单独差异不是用于测量组内分歧的足够指标,因为方差的范围是平均值的函数。为了克服这种限制,它们使用条件概率密度函数来定义分歧索引,这允许我们将对不同时间段或在不同时间段之间的组之间的问题进行比较。然而,制定考虑大于五个比五分之一的措施尚未开发,我们的工作解决了这个Lacuna。作为一个例子,我们通过计算消费者价格预期的分歧来说明我们的广义措施的优势。 (c)2018年Elsevier Inc.保留所有权利。

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