What Are the Odds? A Practical Guide to Computing and Reporting Bayes Factors

A. Jarosz, J. Wiley
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引用次数: 878

Abstract

The purpose of this paper is to provide an easy template for the inclusion of the Bayes factor in reporting experimental results, particularly as a recommendation for articles in the Journal of Problem Solving. The Bayes factor provides information with a similar purpose to the p-value – to allow the researcher to make statistical inferences from data provided by experiments. While the p-value is widely used, the Bayes factor provides several advantages, particularly in that it allows the researcher to make a statement about the alternative hypothesis, rather than just the null hypothesis. In addition, it provides a clearer estimate of the amount of evidence present in the data. Building on previous work by authors such as Wagenmakers (2007), Rouder et al. (2009), and Masson (2011), this article provides a short introduction to Bayes factors, before providing a practical guide to their computation using examples from published work on problem solving.
几率有多大?计算和报告贝叶斯因子的实用指南
本文的目的是为在报告实验结果时包含贝叶斯因子提供一个简单的模板,特别是作为《问题解决》杂志文章的推荐。贝叶斯因子提供的信息与p值的目的相似——允许研究人员从实验提供的数据中做出统计推断。虽然p值被广泛使用,但贝叶斯因子提供了几个优势,特别是它允许研究人员对替代假设做出陈述,而不仅仅是零假设。此外,它对数据中存在的证据量提供了更清晰的估计。本文以Wagenmakers(2007)、Rouder et al.(2009)和Masson(2011)等作者之前的工作为基础,简要介绍了贝叶斯因子,然后使用已发表的问题解决工作中的示例提供了计算贝叶斯因子的实用指南。
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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