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Activity Number: 71
Type: Contributed
Date/Time: Sunday, August 6, 2006 : 4:00 PM to 5:50 PM
Sponsor: IMS
Abstract - #306497
Title: Efficient Adaptive Designs for Clinical Trials
Author(s): Jay Bartroff*+ and Tze Leung Lai
Companies: Stanford University and Stanford University
Address: Department of Statistics, Stanford, CA, 94305,
Keywords: adaptive design ; conditional power ; futility ; Hoeffding's information bound ; Kullback-Leibler information
Abstract:

Whereas previous works on adaptive design of clinical trials and mid-course sample size re-estimation have focused on conditional power to determine the second-stage sample size, we consider here a new approach that involves choosing the second-stage sample size by mimicking efficient fully-sequential tests using a flexible number of stages. Not only does this approach maintain the prescribed type I error, but it also provides an asymptotically efficient multistage test whose finite-sample performance, measured in terms of the expected sample size and power, is shown to be superior to existing conditional power and adaptive and non-adaptive group sequential designs.


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