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Mid-course sample size modification in clinical trials based on the observed treatment effect
Christopher Jennison1, Bruce W Turnbull
1Department of Mathematical Sciences, University of Bath, UK. cj@maths.bath.ac.uk
Statistics in Medicine
|March 11, 2003
Summary
Researchers propose adaptive group sequential designs for clinical trials, enhancing power for smaller treatment effects while minimizing sample size. These methods maintain statistical sufficiency and outperform existing procedures.
Area of Science:
- Biostatistics
- Clinical Trial Design
- Statistical Inference
Background:
- Clinical trials often set sample sizes for expected treatment effects, potentially underpowering detection of smaller, yet clinically significant, effects.
- Adaptive trial designs allow mid-course modifications to increase power for smaller effects if initial results are weak.
Purpose of the Study:
- To propose adaptive group sequential designs that maintain the sufficiency principle while increasing power for smaller treatment effects.
- To reduce expected sample size in clinical trials when aiming for high power at a small treatment effect.
Main Methods:
- Discussing existing adaptive redesign methods and highlighting their limitations regarding sufficiency.
- Developing novel group sequential designs that incorporate the possibility of a small treatment effect from the outset.
- Comparing the proposed methods with L. Fisher's 'variance spending' procedure in terms of power and expected sample size.
Main Results:
- The proposed methods achieve desired power for smaller treatment effects while adhering to the sufficiency principle.
- The suggested group sequential designs can lead to reduced expected sample sizes compared to initial specifications.
- Comparisons indicate the proposed methods outperform L. Fisher's 'variance spending' procedure in certain scenarios.
Conclusions:
- Adaptive redesigns can be effectively implemented while preserving statistical sufficiency by considering all eventualities at the design stage.
- The proposed group sequential designs offer an advantageous alternative to existing methods, balancing power and sample size efficiency.
- While mid-course flexibility is appealing, substantial increases in sample size may be required to correct initial designs.