Shao Yongzhao, Mukhi Vandana, Goldberg Judith D
Division of Biostatistics, NYU School of Medicine, 650 First Ave., New York, NY 10016, USA.
Stat Med. 2008 Feb 20;27(4):504-19. doi: 10.1002/sim.3028.
Specification of the study objective of superiority or non-inferiority at the design stage of a phase III clinical trial can sometimes be very difficult due to the uncertainty that surrounds the efficacy level of the experimental treatment. This uncertainty makes it tempting for investigators to design a trial that would allow testing of both superiority and non-inferiority hypotheses. However, when a conventional single-stage design is used to test both hypotheses, the sample size is based on the chosen primary objective of either superiority or non-inferiority. In this situation, the power of the test for the secondary objective can be low, which may lead to a large loss of resources. Potentially low reproducibility is another major concern for the single-stage design in phase III trials, because significant findings of confirmatory trials are required to be reproducible. In this paper, we propose a hybrid Bayesian-frequentist approach to evaluate reproducibility and power in single-stage designs for phase III trials to test both superiority and non-inferiority. The essence of the proposed approach is to express the uncertainty that surrounds the efficacy of the experimental treatment as a probability distribution. Then one can use Bayes formula with simple graphical techniques to evaluate reproducibility and power adequacy.
在III期临床试验的设计阶段,由于围绕实验性治疗疗效水平的不确定性,确定优效性或非劣效性的研究目标有时会非常困难。这种不确定性使得研究人员倾向于设计一种能够同时检验优效性和非劣效性假设的试验。然而,当使用传统的单阶段设计来检验这两种假设时,样本量是基于所选择的优效性或非劣效性的主要目标。在这种情况下,针对次要目标的检验效能可能较低,这可能会导致大量资源的浪费。潜在的低可重复性是III期试验单阶段设计的另一个主要问题,因为确证性试验的显著结果需要具有可重复性。在本文中,我们提出了一种贝叶斯-频率主义混合方法,用于评估III期试验单阶段设计中同时检验优效性和非劣效性的可重复性和效能。所提出方法的本质是将围绕实验性治疗疗效的不确定性表示为概率分布。然后,可以使用贝叶斯公式和简单的图形技术来评估可重复性和效能是否充足。