Wang Craig, Zhang Yufen, Mealli Fabrizia, Bornkamp Björn
Department of Analytics, Novartis Pharma AG, Basel, Switzerland.
Department of Analytics, Novartis Pharmaceuticals Corp, East Hanover, New Jersey, USA.
Pharm Stat. 2023 Jan;22(1):64-78. doi: 10.1002/pst.2260. Epub 2022 Aug 23.
In the context of clinical trials, there is interest in the treatment effect for subpopulations of patients defined by intercurrent events, namely disease-related events occurring after treatment initiation that affect either the interpretation or the existence of endpoints. With the principal stratum strategy, the ICH E9(R1) guideline introduces a formal framework in drug development for defining treatment effects in such subpopulations. Statistical estimation of the treatment effect can be performed based on the principal ignorability assumption using multiple imputation approaches. Principal ignorability is a conditional independence assumption that cannot be directly verified; therefore, it is crucial to evaluate the robustness of results to deviations from this assumption. As a sensitivity analysis, we propose a joint model that multiply imputes the principal stratum membership and the outcome variable while allowing different levels of violation of the principal ignorability assumption. We illustrate with a simulation study that the joint imputation model-based approaches are superior to naive subpopulation analyses. Motivated by an oncology clinical trial, we implement the sensitivity analysis on a time-to-event outcome to assess the treatment effect in the subpopulation of patients who discontinued due to adverse events using a synthetic dataset. Finally, we explore the potential usage and provide interpretation of such analyses in clinical settings, as well as possible extension of such models in more general cases.
在临床试验的背景下,人们关注由并发事件定义的患者亚组的治疗效果,并发事件即治疗开始后发生的与疾病相关的事件,这些事件会影响终点的解释或存在。国际人用药品注册技术协调会E9(R1)指南通过主要分层策略,在药物研发中引入了一个用于定义此类亚组治疗效果的正式框架。可以使用多重填补方法,基于主要可忽略性假设对治疗效果进行统计估计。主要可忽略性是一个无法直接验证的条件独立性假设;因此,评估结果对于偏离该假设的稳健性至关重要。作为一种敏感性分析,我们提出了一个联合模型,该模型对主要分层归属和结果变量进行多重填补,同时允许对主要可忽略性假设进行不同程度的违背。我们通过模拟研究表明,基于联合填补模型的方法优于简单的亚组分析。受一项肿瘤学临床试验的启发,我们使用合成数据集对事件发生时间结局进行敏感性分析,以评估因不良事件而停药的患者亚组中的治疗效果。最后,我们探讨了此类分析在临床环境中的潜在用途并给出解释,以及此类模型在更一般情况下可能的扩展。