Sequential tests and estimators after overrunning based on maximum-likelihood ordering
Often in sequential trials some additional data become available after a stopping boundary has been reached. A method for incorporating such information from overrunning is developed, based on a maximum-likelihood ordering of the sample space after overrunning. This yields a p-value for the primary test and a median-unbiased estimator and confidence intervals for the parameter under test. The context is that of observing a Brownian motion with drift, with either linear stopping boundaries in continuous time or discrete-time group-sequential boundaries. The methods apply to many clinical trials and are exemplified with data from a survival-analysis-based sequential clinical trial. Copyright Biometrika Trust 2002, Oxford University Press.
Year of publication: |
2002
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Authors: | Hall, W. J. |
Published in: |
Biometrika. - Biometrika Trust, ISSN 0006-3444. - Vol. 89.2002, 3, p. 699-708
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Publisher: |
Biometrika Trust |
Saved in:
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