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一种用于多终点临床试验的聚类调整基于秩的检验及其在饮食干预评估中的应用。

A cluster-adjusted rank-based test for a clinical trial concerning multiple endpoints with application to dietary intervention assessment.

作者信息

Zhang Wei, Liu Aiyi, Tang Larry L, Li Qizhai

机构信息

Biostatisics and Bioinformatics Branch, Eunice Kennedy Shriver National Institute of Child Health and Human Development, National Institutes of Health, Bethesda, Maryland.

Department of Statistics, George Mason University, Fairfax, Virginia.

出版信息

Biometrics. 2019 Sep;75(3):821-830. doi: 10.1111/biom.13029. Epub 2019 Apr 8.

Abstract

Multiple endpoints are often naturally clustered based on their scientific interpretations. Tests that compare these clustered outcomes between independent groups may lose efficiency if the cluster structures are not properly accounted for. For the two-sample generalized Behrens-Fisher hypothesis concerning multiple endpoints we propose a cluster-adjusted multivariate test procedure for the comparison and demonstrate its gain in efficiency over test procedures that ignore the clusters. Data from a dietary intervention trial are used to illustrate the methods.

摘要

多个终点通常会根据其科学解释自然地聚类。如果没有正确考虑聚类结构,在独立组之间比较这些聚类结果的检验可能会失去效率。对于关于多个终点的两样本广义贝伦斯-费希尔假设,我们提出了一种用于比较的聚类调整多变量检验程序,并证明了其相对于忽略聚类的检验程序在效率上的提升。来自一项饮食干预试验的数据用于说明这些方法。

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