Hsiao Emily, Tian Lu, Parast Layla
Department of Statistics and Data Sciences, University of Texas at Austin, 105 E 24th St D9800, Austin, TX 78705.
Department of Biomedical Data Science, Stanford University, 1265 Welch Road, Stanford, CA 94305.
J Nonparametr Stat. 2025 May 12. doi: 10.1080/10485252.2025.2498609.
The use of surrogate markers to replace a primary outcome in clinical trials has the potential to allow earlier decisions about the effectiveness of a treatment when a direct measurement of the primary outcome is difficult to obtain. However, the surrogate paradox, which occurs when a treatment has a positive effect on the surrogate marker but a negative effect on the primary outcome, may lead researchers to make incorrect conclusions about the treatment benefit. In this paper, we propose a formal nonparametric framework to empirically examine and test assumptions that ensure avoidance of the surrogate paradox. For each assumption, we propose a nonparametric hypothesis test, formally derive the properties of the test, and analyze its performance in finite samples in a variety of simulation settings. We apply our proposed testing framework to data from the the Diabetes Prevention Program clinical trial.
在临床试验中使用替代指标来替代主要结局,当难以直接测量主要结局时,有可能使人们能够更早地对治疗效果做出决策。然而,当一种治疗对替代指标有积极影响但对主要结局有负面影响时,就会出现替代指标悖论,这可能会导致研究人员对治疗益处得出错误结论。在本文中,我们提出了一个形式化的非参数框架,以实证检验并测试确保避免替代指标悖论的假设。对于每个假设,我们提出一个非参数假设检验,正式推导检验的性质,并在各种模拟设置下分析其在有限样本中的性能。我们将我们提出的检验框架应用于糖尿病预防计划临床试验的数据。