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具有事件发生时间终点的II期临床试验:基于单样本对数秩检验的最优两阶段设计

Phase II clinical trials with time-to-event endpoints: optimal two-stage designs with one-sample log-rank test.

作者信息

Kwak Minjung, Jung Sin-Ho

机构信息

Department of Statistics, Yeungnam University, Gyeongsan, Gyeongbuk, 712-749, ROK.

出版信息

Stat Med. 2014 May 30;33(12):2004-16. doi: 10.1002/sim.6073. Epub 2013 Dec 13.

Abstract

Phase II clinical trials are often conducted to determine whether a new treatment is sufficiently promising to warrant a major controlled clinical evaluation against a standard therapy. We consider single-arm phase II clinical trials with right censored survival time responses where the ordinary one-sample logrank test is commonly used for testing the treatment efficacy. For planning such clinical trials, this paper presents two-stage designs that are optimal in the sense that the expected sample size is minimized if the new regimen has low efficacy subject to constraints of the type I and type II errors. Two-stage designs, which minimize the maximal sample size, are also determined. Optimal and minimax designs for a range of design parameters are tabulated along with examples.

摘要

II期临床试验通常用于确定一种新疗法是否具有足够的前景,以保证针对标准疗法进行一项主要的对照临床评估。我们考虑单臂II期临床试验,其生存时间反应存在右删失,其中普通的单样本对数秩检验通常用于检验治疗效果。对于此类临床试验的规划,本文提出了两阶段设计,这些设计在以下意义上是最优的:如果新方案疗效较低,在I型和II型错误的约束条件下,预期样本量将最小化。还确定了使最大样本量最小化的两阶段设计。列出了一系列设计参数的最优和极小极大设计以及示例。

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本文引用的文献

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Optimal two-stage designs for phase II clinical trials.II期临床试验的最优两阶段设计。
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