Comment: inference after covariate-adaptive randomisation: aspects of methodology and theory

IF 0.7 Q3 STATISTICS & PROBABILITY
T. Ye, Yanyao Yi
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引用次数: 0

Abstract

We first want to commend (Shao, 2021) for a timely paper that reviews the methodological and theoretical advances in statistical inference after covariateadaptive randomisation in the last decade. The paper clearly presents the important considerations and pragmatic recommendations when analysing data obtained from covariate-adaptive randomisation, which provides principled guidelines for the practice. The aim of our remaining comments is to extend the discussion on the invariance property in Shao (2021). That is, the asymptotic distribution of an estimator remains the same under different covariate-adaptive randomisation schemes. For ease of reading, we follow the notation in Shao (2021) whenever possible and focus on the case of two treatment arms (i.e., k = 2). The ideas can be extended to the case of multiple treatment arms. For continuous or binary outcomes, Shao (2021) describes three post-stratified estimators for the population mean difference θ0 = E(Y(2) − Y(1)):
评论:协变量自适应随机化后的推论:方法论和理论的各个方面
我们首先要赞扬(Shao,2021)的一篇及时的论文,该论文回顾了过去十年中协变量自适应随机化后统计推断的方法和理论进展。本文明确提出了分析协变量自适应随机化数据时的重要考虑因素和实用建议,为实践提供了原则指导。我们剩余评论的目的是扩展Shao(2021)中关于不变性的讨论。也就是说,在不同的协变量自适应随机化方案下,估计器的渐近分布保持不变。为了便于阅读,我们尽可能遵循Shao(2021)中的注释,并关注两个治疗臂的情况(即k=2)。这些想法可以扩展到多个治疗臂的情况。对于连续或二元结果,Shao(2021)描述了群体平均差θ0=E(Y(2)−Y(1))的三个后分层估计量:
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
0.90
自引率
20.00%
发文量
21
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