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基因治疗中具有纵向结局的代孕验证解决方案。

Solutions for surrogacy validation with longitudinal outcomes for a gene therapy.

机构信息

Department of Biostatistics, University Michigan, Ann Arbor, Michigan, USA.

Survey Methodology Program, Institute for Social Research, Ann Arbor, Michigan, USA.

出版信息

Biometrics. 2023 Sep;79(3):1840-1852. doi: 10.1111/biom.13720. Epub 2022 Jul 25.

DOI:10.1111/biom.13720
PMID:35833874
Abstract

Valid surrogate endpoints S can be used as a substitute for a true outcome of interest T to measure treatment efficacy in a clinical trial. We propose a causal inference approach to validate a surrogate by incorporating longitudinal measurements of the true outcomes using a mixed modeling approach, and we define models and quantities for validation that may vary across the study period using principal surrogacy criteria. We consider a surrogate-dependent treatment efficacy curve that allows us to validate the surrogate at different time points. We extend these methods to accommodate a delayed-start treatment design where all patients eventually receive the treatment. Not all parameters are identified in the general setting. We apply a Bayesian approach for estimation and inference, utilizing more informative prior distributions for selected parameters. We consider the sensitivity of these prior assumptions as well as assumptions of independence among certain counterfactual quantities conditional on pretreatment covariates to improve identifiability. We examine the frequentist properties (bias of point and variance estimates, credible interval coverage) of a Bayesian imputation method. Our work is motivated by a clinical trial of a gene therapy where the functional outcomes are measured repeatedly throughout the trial.

摘要

有效的替代终点 S 可用于替代临床试验中真正感兴趣的结局 T 来衡量治疗效果。我们提出了一种因果推断方法,通过使用混合建模方法纳入真实结局的纵向测量来验证替代终点,并使用主要替代标准定义了在研究期间可能会发生变化的验证模型和数量。我们考虑了一种依赖于替代终点的治疗效果曲线,允许我们在不同的时间点验证替代终点。我们将这些方法扩展到适应延迟开始的治疗设计,其中所有患者最终都接受治疗。在一般情况下,并非所有参数都可识别。我们应用贝叶斯方法进行估计和推断,为选定的参数选择更具信息量的先验分布。我们考虑了这些先验假设的敏感性,以及在治疗前协变量条件下某些反事实量之间的独立性假设,以提高可识别性。我们考察了贝叶斯插补方法的频率性质(点估计和方差估计的偏差、可信区间覆盖)。我们的工作受到一项基因治疗临床试验的启发,该试验在整个试验过程中反复测量功能结局。

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