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A comparison of Bayesian synthesis approaches for studies comparing two means: A tutorial

机译:用于比较两种方法的贝叶斯综合方法的比较:教程

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摘要

Researchers often seek to synthesize results of multiple studies on the same topic to draw statistical or substantive conclusions and to estimate effect sizes that will inform power analyses for future research. The most popular synthesis approach is meta-analysis. There have been few discussions and applications of other synthesis approaches. This tutorial illustrates and compares multiple Bayesian synthesis approaches (i.e., integrative data analyses, meta-analyses, data fusion using augmented data-dependent priors, and data fusion using aggregated data-dependent priors) and discusses when and how to use these Bayesian synthesis approaches to combine studies that compare two independent group means or two matched group means. For each approach, fixed-, random-, and mixed-effects models with other variants are illustrated with real data. R code is provided to facilitate the implementation of each method and each model. On the basis of these analyses, we summarize the strengths and limitations of each approach and provide recommendations to guide future synthesis efforts.
机译:研究人员经常寻求对同一主题的多项研究结果进行综合,以得出统计或实质性结论,并估计可为将来的研究提供依据的功效大小。最受欢迎的综合方法是荟萃分析。很少有其他综合方法的讨论和应用。本教程说明并比较了多种贝叶斯综合方法(即,集成数据分析,元分析,使用增强的数据相关先验的数据融合以及使用聚合的数据相关先验的数据融合),并讨论了何时以及如何使用这些贝叶斯综合方法。组合比较两个独立小组均值或两个匹配小组均值的研究。对于每种方法,将使用真实数据说明具有其他变体的固定,随机和混合效果模型。提供了R代码以促进每种方法和每种模型的实现。在这些分析的基础上,我们总结了每种方法的优势和局限性,并提供了指导未来综合工作的建议。

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