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A product of independent beta probabilities dose escalation design for dual-agent phase I trials

机译:双药I期试验的独立beta概率剂量递增设计产品

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摘要

Dual-agent trials are now increasingly common in oncology research, and many proposed dose-escalation designs are available in the statistical literature. Despite this, the translation from statistical design to practical application is slow, as has been highlighted in single-agent phase I trials, where a 3+3 rule-based design is often still used. To expedite this process, new dose-escalation designs need to be not only scientifically beneficial but also easy to understand and implement by clinicians. In this paper, we propose a curve-free (nonparametric) design for a dual-agent trial in which the model parameters are the probabilities of toxicity at each of the dose combinations. We show that it is relatively trivial for a clinician's prior beliefs or historical information to be incorporated in the model and updating is fast and computationally simple through the use of conjugate Bayesian inference. Monotonicity is ensured by considering only a set of monotonic contours for the distribution of the maximum tolerated contour, which defines the dose-escalation decision process. Varied experimentation around the contour is achievable, and multiple dose combinations can be recommended to take forward to phase II. Code for R, Stata and Excel are available for implementation. (c) 2015 The Authors. Statistics in Medicine Published by John Wiley & Sons Ltd.
机译:双重药物试验现在在肿瘤学研究中越来越普遍,并且统计文献中提供了许多建议的剂量递增设计。尽管如此,从统计设计到实际应用的转换仍然很慢,正如在单代理I期试验中所强调的那样,在该试验中,仍经常使用基于3 + 3规则的设计。为了加快这一过程,新的剂量递增设计不仅需要在科学上有益,而且还需要临床医生易于理解和实施。在本文中,我们为双剂试验提出了无曲线(非参数)设计,其中模型参数是每种剂量组合的毒性概率。我们表明,将临床医生的先前信念或历史信息纳入模型中相对比较容易,并且通过使用共轭贝叶斯推断,更新速度快且计算简单。通过仅考虑一组单调轮廓来确保最大容忍轮廓的分布,就可以确保单调性,该轮廓定义了剂量递增决策过程。可以围绕轮廓进行各种实验,并且可以建议使用多种剂量组合以进入II期。 R,Stata和Excel的代码可供实施。 (c)2015作者。 John Wiley&Sons Ltd.发布的医学统计资料。

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