期刊
BIOMETRICAL JOURNAL
卷 65, 期 3, 页码 -出版社
WILEY
DOI: 10.1002/bimj.202200113
关键词
bias-corrected sandwich variance; clustered time-to-event outcomes; generalized estimating equations; small-sample correction; survival analysis; type I error
Cluster randomized trials (CRTs) often use a small number of clusters, requiring small-sample corrections for valid inference. This study proposes nine bias-corrected sandwich variance estimators for the marginal Cox model in CRTs analyzing time-to-event outcomes, evaluating their performance through simulation studies. The results show that the choice of variance estimator depends on cluster size variability and the evaluation metric used. In a real-world CRT, the use of small-sample bias corrections affects the conclusion about intervention effectiveness. The proposed estimators are implemented in the R package CoxBcv.
Cluster randomized trials (CRTs) frequently recruit a small number of clusters, therefore necessitating the application of small-sample corrections for valid inference. A recent systematic review indicated that CRTs reporting right-censored, time-to-event outcomes are not uncommon and that the marginal Cox proportional hazards model is one of the common approaches used for primary analysis. While small-sample corrections have been studied under marginal models with continuous, binary, and count outcomes, no prior research has been devoted to the development and evaluation of bias-corrected sandwich variance estimators when clustered time-to-event outcomes are analyzed by the marginal Cox model. To improve current practice, we propose nine bias-corrected sandwich variance estimators for the analysis of CRTs using the marginal Cox model and report on a simulation study to evaluate their small-sample properties. Our results indicate that the optimal choice of bias-corrected sandwich variance estimator for CRTs with survival outcomes can depend on the variability of cluster sizes and can also slightly differ whether it is evaluated according to relative bias or type I error rate. Finally, we illustrate the new variance estimators in a real-world CRT where the conclusion about intervention effectiveness differs depending on the use of small-sample bias corrections. The proposed sandwich variance estimators are implemented in an R package CoxBcv.
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