Optimal Sequential Predictive Probability Designs for Early-Phase Oncology Expansion Cohorts

I类和II类错误 背景(考古学) 序贯分析 统计能力 样本量测定 计算机科学 贝叶斯概率 优化设计 临床研究设计 统计 医学 数学 临床试验 机器学习 人工智能 内科学 古生物学 生物
作者
Emily C. Zabor,Alexander Kaizer,Elizabeth Garrett‐Mayer,Brian P. Hobbs
出处
期刊:JCO precision oncology [Lippincott Williams & Wilkins]
卷期号: (6) 被引量:3
标识
DOI:10.1200/po.21.00390
摘要

The customary approach to early-phase clinical trial design, where the focus is on identification of the maximum tolerated dose, is not always suitable for noncytotoxic or other targeted therapies. Many trials have continued to follow the 3 + 3 dose-escalation design, but with the addition of phase I dose-expansion cohorts to further characterize safety and assess efficacy. Dose-expansion cohorts are not always planned in advance nor rigorously designed. We introduce an approach to the design of phase I expansion cohorts on the basis of sequential predictive probability monitoring.Two optimization criteria are proposed that allow investigators to stop for futility to preserve limited resources while maintaining traditional control of type I and type II errors. We demonstrate the use of these designs through simulation, and we elucidate their implementation with a redesign of the phase I expansion cohort for atezolizumab in metastatic urothelial carcinoma.A sequential predictive probability design outperforms Simon's two-stage designs and posterior probability monitoring with respect to both proposed optimization criteria. The Bayesian sequential predictive probability design yields increased power while significantly reducing the average sample size under the null hypothesis in the context of the case study, whereas the original study design yields too low type I error and power. The optimal efficiency design tended to have more desirable properties, subject to constraints on type I error and power, compared with the optimal accuracy design.The optimal efficiency design allows investigators to preserve limited financial resources and to maintain ethical standards by halting potentially large dose-expansion cohorts early in the absence of promising efficacy results, while maintaining traditional control of type I and II error rates.

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