Conditional borrowing external data to establish a hybrid control arm in randomized clinical trials

重采样 可比性 随机对照试验 计算机科学 匹配(统计) 基线(sea) 临床试验 外部有效性 统计 计量经济学 相似性(几何) 相似性度量 医学 数据挖掘 人工智能 数学 病理 外科 地质学 图像(数学) 组合数学 海洋学
作者
Hongfei Li,Ram C. Tiwari,Qian H. Li
出处
期刊:Journal of Biopharmaceutical Statistics [Taylor & Francis]
卷期号:32 (6): 954-968 被引量:11
标识
DOI:10.1080/10543406.2021.2021227
摘要

Utilizing external data from the real world, including data from historical clinical trials, has received increasing interest in drug development. The use of external data to support drug evaluation in clinical trials has mainly been through using various matching methods for baseline characteristics to form external control arms in single-arm trials or to augment control arms of randomized controlled trials in hybrid approaches. However, matching the baseline characteristics between the trial and the external subjects can only guarantee comparability on the level of baseline characteristics. Differences in outcomes between the two data sources may still exist due to contemporaneous and operational characteristics. Similarity between the outcomes in the trial control and the external subjects with similar baseline characteristics can be critical in leveraging the external subjects in the clinical trials. In this paper, a resampling method for augmenting control arms in randomized controlled trials is proposed under the conditional borrowing framework. The new method establishes empirical distributions for the hazard ratio in outcomes between the external and trial control subjects. The borrowing decision is then derived from this empirical distribution using a measure of similarity. Once the borrowing decision is established, the borrowing weights for the external subjects, based on the similarity measure, are incorporated in the weighted partial likelihood to evaluate the treatment effect. The operating characteristics of the hybrid control arm, under both the conditional borrowing and unconditional borrowing frameworks, are evaluated. Simulation is conducted to evaluate Type I error, bias, and power. An illustrative example using simulated data is also presented.
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