Resampling based confidence intervals in flexible sequential designs
Resampling based confidence intervals in flexible sequential designs
Disciplines
Other Human Medicine, Health Sciences (60%); Mathematics (40%)
Keywords
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CONFIDENCE INTERVALS,
ADAPTIVE DESIGNS,
FLEXIBLE TRIALS,
BOOTSTRAP CONFIDENCE INTERVALS,
GROUP SEQUENTIAL TRIALS,
RESAMPLING
For controlled clinical trials sequential designs have been proposed which e.g. allow for mid-trial adaptation of sample sizes and test statistics to be applied after each interim analysis without inflating the type I error probability. Although important for applications, confidence intervals following such flexible sequential trials have been proposed only recently. All suggested confidence intervals assume normal distributions for the stage wise test statistics, an assumption usually justified by asymptotic arguments. However, normal distributions might not be achieved with sufficient accuracy if in a sequential design the stage wise sample sizes are too small. For single stage designs often the Bootstrap or an other resampling approach leads to a more accurate method. It is the aim of this research project to develop resampling methods for confidence intervals following a flexible sequential trial, and to evaluate their performance.
- University of Stanford - 100%
- Medizinische Universität Wien - 10%
Research Output
- 189 Citations
- 3 Publications
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2004
Title Optimal Conditional Error Functions for the Control of Conditional Power DOI 10.1111/j.0006-341x.2004.00221.x Type Journal Article Author Brannath W Journal Biometrics Pages 715-723 -
2003
Title Issues in designing flexible trials DOI 10.1002/sim.1455 Type Journal Article Author Posch M Journal Statistics in Medicine Pages 953-969 -
2003
Title Sequential Tests for Noninferiority and Superiority DOI 10.1111/1541-0420.00013 Type Journal Article Author Brannath W Journal Biometrics Pages 106-114