摘要:Response-adaptive randomization (RAR) procedures have received extensive attention in clinical trials due to their considerations of ethics and efficiency. In the framework of RAR procedures, various target allocation proportions have been proposed and studied in literature. In this paper, we develop a family of RAR procedures using power function of corresponding hypothesis testing (RAR-P), and obtain the asymptotic properties under widely satisfied conditions. The proposed procedures are: (i) easy to understand and implement; (ii) applicable in more situations (continuous and discrete responses); (iii) more ethical than classical RAR procedures under some situations; and (iv) capable of monitoring efficiency and re-estimating sample size in clinical trials. Finally, we investigate performance of the proposed procedures through simulation studies.