Meta-analysis is a powerful tool for drug safety assessment by synthesizing treatment-related toxicological findings from independent clinical trials. However, published clinical studies may or may not report all adverse events (AEs) if the observed number of AEs were fewer than a pre-specified study-dependent cutoff. Subsequently, with censored information ignored, the estimated incidence rate of AEs could be significantly biased. To address this non-ignorable missing data problem in meta-analysis, we propose a Bayesian multilevel regression model to accommodate the censored rare event data. The performance of the proposed Bayesian model of censored data compared to other existing methods is demonstrated through simulation studies under various censoring scenarios. Finally, the proposed approach is illustrated using data from a recent meta-analysis of 125 clinical trials involving PD-1/PD-L1 inhibitors with respect to their toxicity profiles.
翻译:元分析是通过综合独立临床试验的与治疗有关的毒理学结果来进行药物安全评估的有力工具,然而,如果观察到的受检查的受检查病人人数少于事先规定的研究依据的截断点,则已公布的临床研究可能报告或可能不报告所有不良事件。随后,由于受到审查的信息被忽视,受检查病人的估计发病率可能有很大的偏差。为了解决元分析中这一不可忽略的缺失数据问题,我们提议采用巴耶斯多级回归模型,以适应受审查的罕见事件数据。在各种审查情景下,模拟研究表明拟议的贝耶斯受审查数据模型与其他现有方法相比的绩效。最后,拟议方法使用最近对涉及PD-1/PD-L1抑制剂的125个临床试验的元分析数据,说明其毒性特征。