Abstract
A sequential method based on constrained Bayesian methods is developed for testing multiple hypotheses. It controls the family-wise error rate and the family-wise power in a more accurate form than the Bonferroni or intersection scheme using the ideas of step-up and step-down methods for multiple comparisons of sequential designs. The new method surpasses the existing testing methods proposed earlier in a substantial reduction of the expected sample size.
ACKNOWLEDGMENTS
I thank the Editor, Associate Editor, and referee(s) for their substantial help in revising this article.
Notes
Recommended by Wolfgang Schmid