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Reasonable two‐stage adaptive designs for single‐arm phase II clinical trials

机译:合理的两阶段适应性设计,用于单臂期II临床试验

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SUMMARY In cancer phase II trials, determining the sample size of a single‐arm two‐stage design remains a challenge. To overcome this problem, Simon's two‐stage design was extended to an adaptive design: at the interim analysis, the total sample size can be set to either of the two preplanned values. However, without any restriction on design construction, an optimal or suboptimal design derived may have counter‐intuitive or unreasonable design features, which make the chosen design less persuasive and inefficient. Thus, we thoroughly examined how the expected, total, and maximum sample sizes of the optimal or suboptimal designs are affected by excluding the counter‐intuitive or unreasonable designs. We adopted the four optimality criteria: minimizing the expected sample size at the null hypothesis (O1), minimizing the maximum expected sample size over the hypotheses (O2), and minimizing the maximum sample sizes with additional adaption of either of the former two (O3 or O4, respectively). We found that focusing on reasonable design may drastically reduce the maximum sample size when the first optimality criterion is applied. Under the other optimality criteria, although the impact on optimality brought by our proposed strategy may be slight, exclusion of unreasonable design is still useful to reduce the candidate designs, which will considerably reduce the computational time for design search and can facilitate the design choice among optimal and suboptimal designs. We further discuss the utility of our proposal in an example of a real clinical trial and conclude the paper with general recommendations.
机译:综述在癌症期II试验中,确定单臂两级设计的样品尺寸仍然是一个挑战。为了克服这个问题,Simon的两级设计扩展到自适应设计:在临时分析中,可以将总样本大小设置为两个预先定位值中的任一个。然而,没有任何关于设计结构的限制,所衍生的最佳或次优设计可能具有反直观或不合理的设计特征,使得选择的设计不太说服力和低效。因此,我们彻底检查了如何通过排除反向直观或不合理的设计来影响最佳或次优设计的预期或最大样本尺寸。我们采用了四个最优性标准:最小化零假设(O1)的预期样本大小,最大限度地减少假设(O2)上的最大预期样本大小,并最大限度地减少了前两个中任一项的额外适应的最大样本尺寸(O3或o4分别)。我们发现,在应用第一最优标准时,专注于合理的设计可能会大大降低最大样本量。在其他最佳标准下,虽然我们提出的策略带来了对最优性的影响可能是轻微的,但排除不合理的设计仍然有用,以减少候选设计,这将大大减少设计搜索的计算时间,并可以促进设计选择最佳和次优设计。我们进一步讨论了我们提案的效用,在真正的临床试验的例子中,并以一般性建议结束论文。

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