Tournoux Caroline, De Rycke Yann, Médioni Jacques, Asselain Bernard
Service de Biostatistique, Institut Curie 26 rue d'Ulm, 75248 Paris Cedex 05, France.
Contemp Clin Trials. 2007 Jul;28(4):514-24. doi: 10.1016/j.cct.2007.01.008. Epub 2007 Jan 27.
Phase II clinical trials in oncology are usually conducted to evaluate the anti-tumor effect. Because phase I trials are small studies, the maximum tolerated dose of a new drug may not be precisely established and the recommended dose used may lead to excessive toxicity. We investigate the methods proposed by Conaway-Petroni and Bryant-Day allowing early termination of phase II clinical trials and based on joint evaluation of treatment efficacy and safety. Both study designs are computed to minimize the expected accrual under the null hypothesis. As two criteria are considered, the null hypothesis is an area. Each method defines two specific type I error risks. Bryant-Day demonstrate that response and toxicity may be considered as independent (Phi=1). We compare the properties of these two methods with exact calculation according to objective criteria and present one example from a study conducted in France. The two methods differ with regard to the definition of the risks and the assumption of independence. They are similar in terms of expected accruals when Phi=1. Deviations from the assumption of independence induce minor consequences on the type I error risks when the constraint on the type II error risk is less than 15%. Choosing Phi has a minimal impact on expected accrual. Finally, one type I error risk (alpha00) defined by Conaway-Petroni dramatically increases in the case of deviation from the assumption made on Phi. Due to its robustness in relation to a deviation from the independence assumption, we recommend the use of the Bryant-Day method in clinical practice.
肿瘤学中的II期临床试验通常用于评估抗肿瘤效果。由于I期试验是小规模研究,新药的最大耐受剂量可能无法精确确定,所使用的推荐剂量可能会导致过度毒性。我们研究了Conaway - Petroni和Bryant - Day提出的方法,这些方法允许早期终止II期临床试验,并基于对治疗效果和安全性的联合评估。两种研究设计都是为了在原假设下尽量减少预期的入组人数。由于考虑了两个标准,原假设是一个区域。每种方法都定义了两种特定的I型错误风险。Bryant - Day证明反应和毒性可以被视为独立的(Phi = 1)。我们根据客观标准通过精确计算比较这两种方法的特性,并给出一个法国进行的研究中的例子。这两种方法在风险定义和独立性假设方面有所不同。当Phi = 1时,它们在预期入组人数方面相似。当II型错误风险的约束小于15%时,偏离独立性假设对I型错误风险的影响较小。选择Phi对预期入组人数的影响最小。最后,Conaway - Petroni定义的一种I型错误风险(alpha00)在偏离Phi假设的情况下会急剧增加。由于其相对于独立性假设偏差的稳健性,我们建议在临床实践中使用Bryant - Day方法。