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单一组别亚组存在异质性的教育干预试验中的样本量估计。

Sample size estimation in educational intervention trials with subgroup heterogeneity in only one arm.

机构信息

Department of Biostatistics, University of North Carolina at Chapel Hill, Chapel Hill, NC, 27599, USA.

出版信息

Stat Med. 2013 May 30;32(12):2140-54. doi: 10.1002/sim.5678. Epub 2012 Nov 22.

Abstract

We present closed form sample size and power formulas motivated by the study of a psycho-social intervention in which the experimental group has the intervention delivered in teaching subgroups whereas the control group receives usual care. This situation is different from the usual clustered randomized trial because subgroup heterogeneity only exists in one arm. We take this modification into consideration and present formulas for the situation in which we compare a continuous outcome at both a single point in time and longitudinally over time. In addition, we present the optimal combination of parameters such as the number of subgroups and number of time points for minimizing sample size and maximizing power subject to constraints such as the maximum number of measurements that can be taken (i.e., a proxy for cost).

摘要

我们提出了封闭形式的样本量和功效公式,这些公式的动机是研究一种心理社会干预,其中实验组在教学子组中接受干预,而对照组则接受常规护理。这种情况与通常的聚类随机试验不同,因为只有一组存在亚组异质性。我们考虑到这一修改,并提出了在比较单个时间点的连续结果和随时间纵向比较的情况下的公式。此外,我们还提出了最优的参数组合,如子组的数量和时间点的数量,以最小化样本量并最大化功效,同时考虑到最大测量次数等约束条件(即成本的代理)。

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