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多元宇宙模拟以探究分析选择对反应时间研究中I型和II型错误的影响。

Multiverse simulation to explore the impact of analytical choices on type I and type II errors in a reaction time study.

作者信息

Bognar Miklos, Varga Marton A, van Ravenzwaaij Don, Kekecs Zoltan, Grange James A, Gyurkovics Mate, Aczel Balazs

机构信息

Doctoral School of Psychology, Eötvös Loránd University, Budapest, Hungary.

Institute of Psychology, ELTE Eötvös Loránd University, Budapest, Hungary.

出版信息

Behav Res Methods. 2025 Sep 18;57(10):291. doi: 10.3758/s13428-025-02807-y.

Abstract

Researcher degrees of freedom in data analysis present significant challenges in social sciences, where different analytical decisions can lead to varying conclusions. In this work, we propose an example of an exploratory multiverse simulation to empirically compare various decision pathways to identify an effect's sensitivity to different analytical choices. The approach is demonstrated on the congruency sequence effect (CSE), a well-studied phenomenon in cognitive control research. We reviewed existing literature to identify common non-theory-specific analytical decisions, such as outlier exclusion criteria and hypothesis testing methods, and incorporated these into our simulation framework. Using 20,000 simulated datasets, we compared the true positive rates (TPR) and false positive rates (FPR) across 50 different decision pathways, resulting in a total of 1 million analyses. Our results indicate substantial differences in power and type I error rates across the analytical pathways, with some posing a significant risk of producing high false positives. The findings underscore the importance of running extensive simulations to investigate different data handling and hypothesis testing approaches in certain research fields. This case study serves as an example for conducting similar simulation procedures in research fields characterized by high variability in analytical decisions when investigating an otherwise widely accepted effect.

摘要

数据分析中的研究者自由度在社会科学领域带来了重大挑战,因为不同的分析决策可能导致不同的结论。在这项工作中,我们提出了一个探索性多元宇宙模拟的例子,以实证比较各种决策路径,以确定一种效应对不同分析选择的敏感性。该方法在一致性序列效应(CSE)上得到了验证,CSE是认知控制研究中一个经过充分研究的现象。我们回顾了现有文献,以确定常见的非特定理论分析决策,如异常值排除标准和假设检验方法,并将这些纳入我们的模拟框架。我们使用20000个模拟数据集,比较了50条不同决策路径的真阳性率(TPR)和假阳性率(FPR),总共进行了100万次分析。我们的结果表明,各分析路径在检验效能和I型错误率方面存在显著差异,其中一些路径产生高假阳性的风险很大。这些发现强调了在某些研究领域进行广泛模拟以研究不同数据处理和假设检验方法的重要性。本案例研究为例,说明了在分析决策高度可变的研究领域中,在研究一个被广泛接受的效应时,如何进行类似的模拟程序。

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