样本量测定
贝叶斯概率
背景(考古学)
计算机科学
计量经济学
约束(计算机辅助设计)
I类和II类错误
临床试验
统计
疫苗试验
事先信息
数据挖掘
医学
数学
人工智能
地理
内科学
考古
几何学
作者
Peng Lin,Jing Jin,Laurent Chambonneau,Xing Zhao,Juying Zhang
摘要
Abstract In the context of vaccine efficacy trial where the incidence rate is very low and a very large sample size is usually expected, incorporating historical data into a new trial is extremely attractive to reduce sample size and increase estimation precision. Nevertheless, for some infectious diseases, seasonal change in incidence rates poses a huge challenge in borrowing historical data and a critical question is how to properly take advantage of historical data borrowing with acceptable tolerance to between‐trials heterogeneity commonly from seasonal disease transmission. In this article, we extend a probability‐based power prior which determines the amount of information to be borrowed based on the agreement between the historical and current data, to make it applicable for either a single or multiple historical trials available, with constraint on the amount of historical information to be borrowed. Simulations are conducted to compare the performance of the proposed method with other methods including modified power prior (MPP), meta‐analytic‐predictive (MAP) prior and the commensurate prior methods. Furthermore, we illustrate the application of the proposed method for trial design in a practical setting.
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