贝叶斯概率
计算机科学
相(物质)
可靠性工程
数学优化
贝叶斯推理
实验设计
计量经济学
数据挖掘
风险分析(工程)
统计
适应性设计
极限(数学)
数学
贝叶斯估计量
样本量测定
机器学习
贝叶斯定理
选择(遗传算法)
风险评估
作者
Yingjie Qiu,Mingyue Li
标识
DOI:10.1080/19466315.2026.2703535
摘要
Novel early-phase oncology studies increasingly seek an optimal dose (OD) by jointly considering toxicity and efficacy rather than relying only on the maximum tolerated dose (MTD). In many trials of such agents, the occurrence of either dose-limiting toxicity or disease progression typically triggers treatment discontinuation. Thus, only the first event is observed, yielding a competing-risks data structure that is further complicated by late-onset outcomes and rapid patient accrual. To fill these gaps in current design considerations, we propose a Bayesian seamless Phase I/II design that integrates overdose-controlled dose-escalation with concurrent backfilling, followed by an optimization expansion stage. The design mitigates potential conflicts between dose-escalation and backfilling data by borrowing information across doses through parsimonious yet flexible parameterizations of cause-specific hazards, and it defines the OD through a transparent, clinician-elicited risk–benefit tradeoff on the cumulative incidence function scale. Practical implementation is supported by explicit per-dose enrollment caps that bound the maximum sample size while promoting efficiency through targeted, adaptive backfilling and expansion. Simulation studies demonstrate favorable operating characteristics and robust performance across a range of sensitivity analyses. A hypothetical trial example is provided in the supplementary materials to facilitate practical implementation.
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