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Comparing denominator degrees of freedom approximations for the generalized linear mixed model in analyzing binary outcome in small sample cluster-randomized trials

机译:在分析小样本集群随机试验中的二元结果时比较广义线性混合模型的分母自由度近似值

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摘要

BackgroundSmall number of clusters and large variation of cluster sizes commonly exist in cluster-randomized trials (CRTs) and are often the critical factors affecting the validity and efficiency of statistical analyses. F tests are commonly used in the generalized linear mixed model (GLMM) to test intervention effects in CRTs. The most challenging issue for the approximate Wald F test is the estimation of the denominator degrees of freedom (DDF). Some DDF approximation methods have been proposed, but their small sample performances in analysing binary outcomes in CRTs with few heterogeneous clusters are not well studied.
机译:背景集群随机试验(CRT)中通常存在集群数量少和集群大小变化大的情况,并且通常是影响统计分析有效性和效率的关键因素。广义线性混合模型(GLMM)中通常使用F检验来测试CRT中的干预效果。近似Wald F检验最具挑战性的问题是分母自由度(DDF)的估计。已经提出了一些DDF逼近方法,但是对于很少有异构簇的CRT中二元结果分析中的小样本性能却没有得到很好的研究。

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