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多实验室重复研究与已发表文献的荟萃分析之间令人费解的关系。

The puzzling relationship between multi-laboratory replications and meta-analyses of the published literature.

作者信息

Lewis Molly, Mathur Maya B, VanderWeele Tyler J, Frank Michael C

机构信息

Department of Psychology Carnegie Mellon University, Pittsburgh, PA, USA.

Quantitative Sciences Unit, Palo Alto, CA, USA.

出版信息

R Soc Open Sci. 2022 Feb 23;9(2):211499. doi: 10.1098/rsos.211499. eCollection 2022 Feb.

Abstract

What is the best way to estimate the size of important effects? Should we aggregate across disparate findings using statistical meta-analysis, or instead run large, multi-laboratory replications (MLR)? A recent paper by Kvarven, Strømland and Johannesson (Kvarven 2020 . , 423-434. (doi:10.1038/s41562-019-0787-z)) compared effect size estimates derived from these two different methods for 15 different psychological phenomena. The authors reported that, for the same phenomenon, the meta-analytic estimate tended to be about three times larger than the MLR estimate. These results are a specific example of a broader question: What is the relationship between meta-analysis and MLR estimates? Kvarven suggested that their results undermine the value of meta-analysis. By contrast, we argue that both meta-analysis and MLR are informative, and that the discrepancy between the two estimates that they observed is in fact still largely unexplained. Informed by re-analyses of Kvarven 's data and by other empirical evidence, we discuss possible sources of this discrepancy and argue that understanding the relationship between estimates obtained from these two methods is an important puzzle for future meta-scientific research.

摘要

估计重要效应大小的最佳方法是什么?我们应该使用统计元分析对不同的研究结果进行汇总,还是进行大规模的多实验室重复研究(MLR)?Kvarven、Strømland和Johannesson最近发表的一篇论文(Kvarven 2020.,423 - 434.(doi:10.1038/s41562-019-0787-z))比较了从这两种不同方法得出的15种不同心理现象的效应大小估计值。作者报告称,对于同一现象,元分析估计值往往比MLR估计值大约大三倍。这些结果是一个更广泛问题的具体例子:元分析和MLR估计值之间的关系是什么?Kvarven认为他们的结果削弱了元分析的价值。相比之下,我们认为元分析和MLR都提供了有用信息,而且他们观察到的两种估计值之间的差异实际上在很大程度上仍未得到解释。基于对Kvarven数据的重新分析和其他经验证据,我们讨论了这种差异可能的来源,并认为理解从这两种方法获得的估计值之间的关系是未来元科学研究的一个重要难题。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/9d28/8864345/721fb9d827e9/rsos211499f01.jpg

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