统计
数学
估计员
估计
指数函数
指数分布
估计理论
计量经济学
无偏估计
总体平均数
指数族
贝叶斯估计量
最小方差无偏估计量
有效估计量
应用数学
序贯估计
收缩估计器
一致估计量
最大似然
均方误差
指数增长
估计量的偏差
作者
George Kordzakhia,Gregory Levin,C. Torres,Per Nyström,Li Hongjian,Katarina Hedman
标识
DOI:10.1080/10543406.2026.2664116
摘要
The exposure-adjusted incidence rate (EAIR) is an estimator proposed for assessing safety events in clinical trials and is sometimes used on efficacy endpoints when the follow-up time varies over the subjects, regardless of whether the follow-up time refers to duration of exposure to treatment or time in the study. The estimator relies on a strong assumption that the time to event is exponentially distributed with the same rate parameter for all subjects within a treatment group. Despite its apparent simplicity, the interpretation of EAIR might not be straightforward, especially in the presence of heterogeneity in the individual rates of event occurrence in the population under study. This article discusses potential issues with the EAIR estimator, as well as the interpretation of the resulting estimate, both within a given study and when considering a combination of multiple studies (aggregation, integration, pooling, meta-analysis). Considerations for confidence interval estimation are also discussed.
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