Zhu Jian, Tang Rui Sammi
Servier Pharmaceuticals, Boston, Massachusetts, USA.
Stat Med. 2022 Dec 20;41(29):5738-5752. doi: 10.1002/sim.9590. Epub 2022 Oct 5.
The past decade has witnessed an increasing trend in utilizing external control data in clinical trials, especially in the form of synthetic control arms (SCA) derived from real-world or historical trial data. Including such data in clinical trial analysis can improve trial feasibility and efficiency, provided the issues caused by non-randomization and systematic differences are appropriately addressed. Current methodology development in this area focuses on establishing the comparability of patient baseline characteristics between arms, and more research is needed to ensure comparability of other elements such as endpoints. Motivated by the comparative analysis of SCA progression-free survival (PFS) and trial arm PFS, we aim to address another important but little discussed issue for external time-to-event (TTE) data that depend on disease assessment schedules (DAS). Since DAS are generally inconsistent across different data sources, we propose a proper statistical inference framework that harmonizes the DAS through data augmentation by multiple imputation. We demonstrate through extensive simulations that the proposed framework is unbiased in estimating median TTE and hazard ratio, well controls the type I error and achieves desirable power for log-rank test, while the unadjusted analysis can be biased and suffer from severe type I error inflation or power loss depending on the direction of the bias. Given the desirable performance, we recommend the proposed framework for comparative analysis using external DAS-based TTE data in clinical trials.
在过去十年中,利用外部对照数据进行临床试验的趋势日益增加,尤其是以从真实世界或历史试验数据中得出的合成对照臂(SCA)的形式。在临床试验分析中纳入此类数据可以提高试验的可行性和效率,前提是由非随机化和系统差异引起的问题得到妥善解决。该领域目前的方法学发展侧重于建立各臂之间患者基线特征的可比性,还需要更多研究以确保终点等其他要素的可比性。受SCA无进展生存期(PFS)与试验臂PFS的比较分析的启发,我们旨在解决依赖疾病评估时间表(DAS)的外部事件发生时间(TTE)数据的另一个重要但很少讨论的问题。由于不同数据源的DAS通常不一致,我们提出了一个适当的统计推断框架,该框架通过多重填补的数据扩充来协调DAS。我们通过广泛的模拟表明,所提出的框架在估计TTE中位数和风险比时是无偏的,能很好地控制I型错误,并在对数秩检验中获得理想的检验效能,而未经调整的分析可能会产生偏差,并根据偏差方向出现严重的I型错误膨胀或效能损失。鉴于其良好的性能,我们建议在临床试验中使用所提出的框架对基于外部DAS的TTE数据进行比较分析。