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自适应无缝剂量探索试验

Adaptive Seamless Dose-Finding Trials

Manufacturing & Service Operations Management · 2024
被引 2
人大 AFT50UTD24ABS 3

中文导读

研究了无参数假设下同时考虑疗效和毒性的早期剂量探索临床试验,提出了两种自适应分配剂量的算法,并证明了其理论最优性,在合成和真实数据上优于常用基准方法。

Abstract

Problem definition: We study early-stage dose-finding clinical trials with simultaneous consideration of efficacy and toxicity without parametric assumptions on the forms of the unknown dose-efficacy and dose-toxicity curves. We propose algorithms that adaptively allocate doses based on patient responses, in order to maximize the efficacy for the patients during the trial while minimizing the toxicity. Methodology/results: We leverage online learning to design the clinical trial and propose two algorithms. The first one follows dose-escalation principles and analyzes the efficacy and toxicity simultaneously. The second one uses bisection search to identify a safe dose range and then applies upper confidence bound algorithms within the safe range to identify efficacious doses. We show the matching upper and lower bounds for the regret of both algorithms. We find that observing the dose-escalation principle is costly, as the optimal regret of the first algorithm is in the order of [Formula: see text], worse than the optimal regret of the second algorithm, which is in the order of [Formula: see text]. We test our proposed algorithms with three benchmarks commonly used in practice on synthetic and real data sets, and the results show that they are competitive with or significantly outperform the benchmarks. Managerial implications: We provide a novel insight that following the dose-escalation principle inevitably leads to higher regret. The first proposed algorithm is suitable to use when little information about the dose-toxicity profile is available, whereas the second one is appealing when more information is available about the toxicity profile. Funding: This work was supported by the National Science Foundation [Grant 1651912]. Supplemental Material: The online appendix is available at https://doi.org/10.1287/msom.2023.0246 .

临床试验设计剂量探索在线学习运筹学