Sylvester R J
EORTC Data Center, Brussels, Belgium.
Biometrics. 1988 Sep;44(3):823-36.
A new strategy for the design of Phase II clinical trials is presented which utilizes the information provided by the prior distribution of the response rate, the costs of treating a patient, and the losses or gains resulting from the decisions taken at the completion of the study. A risk function is derived from which one may determine the optimal Bayes sampling plan. The decision theoretic/Bayesian approach is shown to provide a formal justification for the sample sizes often used in practice and shows the conditions under which such sample sizes are clearly inappropriate.
本文提出了一种用于设计II期临床试验的新策略,该策略利用了缓解率的先验分布所提供的信息、治疗患者的成本以及研究结束时所做决策导致的损失或收益。推导了一个风险函数,从中可以确定最优贝叶斯抽样计划。决策理论/贝叶斯方法被证明为实践中常用的样本量提供了形式上的合理性,并显示了在哪些条件下这些样本量明显不合适。