作者: Song Zhang , Jing Cao , Chul Ahn
DOI: 10.1002/SIM.7168
关键词: Mathematics 、 Econometrics 、 Estimator 、 Correlation 、 Inference 、 Clinical trial 、 Type I and type II errors 、 Distribution (mathematics) 、 Sample size determination 、 Binary number 、 Statistics
摘要: We investigate the estimation of intervention effect and sample size determination for experiments where subjects are supposed to contribute paired binary outcomes with some incomplete observations. propose a hybrid estimator appropriately account mixed nature observed data: from those who complete pairs observations unpaired either pre-intervention or post-intervention outcomes. theoretically prove that if data evenly distributed between periods, proposed will always be more efficient than traditional estimator. A numerical research shows when distribution is unbalanced, superior there moderate-to-strong positive within-subject correlation. further derive closed-form formula help researchers determine how many need enrolled in such studies. Simulation results suggest calculated maintains empirical power type I error under various design configurations. demonstrate method using real application example. Copyright © 2016 John Wiley & Sons, Ltd.