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Design and Analysis Considerations for Cluster Randomized Controlled Trials That Have a Small Number of Clusters

机译:具有少量聚类的聚类随机对照试验的设计和分析注意事项

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Background: Cluster randomized controlled trials (CRCTs) often require a large number of clusters in order to detect small effects with high probability. However, there are contexts where it may be possible to design a CRCT with a much smaller number of clusters (10 or fewer) and still detect meaningful effects. Objectives: The objective is to offer recommendations for best practices in design and analysis for small CRCTs. Research design: I use simulations to examine alternative design and analysis approaches. Specifically, I examine (1) which analytic approaches control Type I errors at the desired rate, (2) which design and analytic approaches yield the most power, (3) what is the design effect of spurious correlations, and (4) examples of specific scenarios under which impacts of different sizes can be detected with high probability. Results/Conclusions: I find that (1) mixed effects modeling and using Ordinary Least Squares (OLS) on data aggregated to the cluster level both control the Type I error rate, (2) randomization within blocks is always recommended, but how best to account for blocking through covariate adjustment depends on whether the precision gains offset the degrees of freedom loss, (3) power calculations can be accurate when design effects from small sample, spurious correlations are taken into account, and (4) it is very difficult to detect small effects with just four clusters, but with six or more clusters, there are realistic circumstances under which small effects can be detected with high probability.
机译:背景:集群随机对照试验(CRCT)通常需要大量的集群才能以高概率检测出较小的影响。但是,在某些情况下,有可能设计出数量少得多的群集(10个或更少)的CRCT,并且仍然可以检测出有意义的效果。目标:目的是为小型CRCT设计和分析的最佳实践提供建议。研究设计:我使用模拟来检查替代设计和分析方法。具体来说,我研究(1)哪种分析方法以所需的速率控制I类错误,(2)哪种设计和分析方法产生最大的功效,(3)伪相关的设计效果是什么,以及(4)在特定的情况下,可以很可能检测到不同大小的影响。结果/结论:我发现(1)混合效果建模和对聚集到群集级别的数据使用普通最小二乘(OLS)均可控制I型错误率,(2)始终建议在块内进行随机化,但如何最好通过协变量调整进行阻塞的考虑取决于精度增益是否抵消了自由度损失,(3)当来自小样本的设计效果,考虑了虚假相关时,功效计算可以是准确的,并且(4)很难在只有四个聚类的情况下检测较小的影响,但是在六个或更多聚类的情况下,在实际情况下可以高概率检测到较小的影响。

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