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聚类重复测量的样本量与效能确定

Sample size and power determination for clustered repeated measurements.

作者信息

Liu Aiyi, Shih W J, Gehan E

机构信息

Biostatistics Unit, Lombardi Cancer Center, Georgetown University Medical Center, Washington, DC 20007, USA.

出版信息

Stat Med. 2002 Jun 30;21(12):1787-801. doi: 10.1002/sim.1154.

Abstract

It is common in epidemiological and clinical studies that each subject has repeated measurements on a single common variable, while the subjects are also 'clustered'. To compute sample size or power of a test, we have to consider two types of correlation: correlation among repeated measurements within the same subject, and correlation among subjects in the same cluster. We develop, based on generalized estimating equations, procedures for computing sample size and power with clustered repeated measurements. Explicit formulae are derived for comparing two means, two slopes and two proportions, under several simple correlation structures.

摘要

在流行病学和临床研究中,常见的情况是每个受试者对单个共同变量进行重复测量,同时受试者也存在“聚类”现象。为了计算检验的样本量或功效,我们必须考虑两种相关性:同一受试者内重复测量之间的相关性,以及同一聚类中受试者之间的相关性。我们基于广义估计方程,开发了用于计算聚类重复测量的样本量和功效的方法。在几种简单的相关结构下,推导出了用于比较两个均值、两个斜率和两个比例的显式公式。

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