样本量测定
适应性设计
估计
统计
数学
序贯分析
样品(材料)
序贯估计
计算机科学
计量经济学
临床试验
医学
内科学
经济
化学
管理
色谱法
作者
Ping Gao,James H. Ware,Cyrus R. Mehta
标识
DOI:10.1080/10543400802369053
摘要
Abstract There is considerable interest in methods that use accumulated data to modify trial sample size. However, sample size re-estimation in group sequential designs has been controversial. We describe a method for sample size re-estimation at the penultimate stage of a group sequential design that achieves specified power against an alternative hypothesis corresponding to the current point estimate of the treatment effect. Key Words: Adaptive designBrownian motionConditional powerMarkov processSample size re-estimationSequential designTransition function ACKNOWLEDGMENT The authors had helpful discussions with Tommy Fu. Notes Spending rule = O′Brien–Fleming, P 1 = 0.1, P 2 = 0.065, N 1 = N 2 = 1044, Power = 80%, Total α = 0.025 one-sided. ACR=Adjusting the Final Critical Region method; CHW=Cui, Hung, and Wang method; MS = Müller and Schäfer method.
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