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AI 根据所提供的论文材料归类:摘要直接讨论治疗效应的解释比例,并以重复测量的纵向轨迹为对象,分别对应因果推断和面板数据方向。

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关注这篇论文的作者
Denis Agniel
Layla Parast

删失数据下纵向替代指标的稳健评估

研究问题
当主要结局为可能删失的事件时间、替代指标为纵向测量轨迹时,如何评估该轨迹解释治疗效应的比例?
方法与思路
作者定义并估计截至指定时点测得的纵向替代指标所解释的治疗效应比例,同时处理主要结局与替代指标的删失。
材料陈述的贡献
摘要称方法支持纵向替代指标和两类删失,模拟显示良好有限样本表现,并以糖尿病预防研究的重复血糖测量示范。
阅读关注点
核对治疗效应及解释比例的定义、识别与删失条件、测量截止时点的作用,以及稳健性的含义和模拟评价指标。
阅读边界
所给 Crossref 摘要未说明识别假设、稳健性针对的误设或模拟数值,不能据此确认解释比例的因果含义及实际准确性。

原文摘要

Abstract The development of statistical methods to evaluate surrogate markers is an active area of research. In many clinical settings, the surrogate marker is not simply a single measurement but is instead a longitudinal trajectory of measurements over time, e.g. fasting plasma glucose measured every 6 months for 3 years. In general, available methods developed for the single-surrogate setting cannot accommodate a longitudinal surrogate marker. Furthermore, many of the methods have not been developed for use with primary outcomes that are time-to-event outcomes and/or subject to censoring. In this paper, we propose robust methods to evaluate a longitudinal surrogate marker in a censored time-to-event outcome setting. Specifically, we propose a method to define and estimate the proportion of the treatment effect on a censored primary outcome that is explained by the treatment effect on a longitudinal surrogate marker measured up to time t0. We accommodate both potential censoring of the primary outcome and of the surrogate marker. A simulation study demonstrates a good finite-sample performance of our proposed methods. We illustrate our procedures by examining repeated measures of fasting plasma glucose, a surrogate marker for diabetes diagnosis, using data from the diabetes prevention programme.

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