1992
DOI: 10.1080/01621459.1992.10475188
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A Step-Up Multiple Test Procedure

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Cited by 216 publications
(135 citation statements)
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“…It is gratifying that the results confirm the intuition of the originators of these methods. Even though our assumptions are strong, some stepwise methods can now be viewed as asymptotically optimal, such as the stepup method of Dunnett and Tarnhane [2] . Outside the strong assumptions imposed in this paper, Westfall and Young [ 18] give general resampling methods to approximate the critical values of stepdown procedures, while Troendle [17] addresses the corresponding problem for stepup procedures.…”
Section: Discussionmentioning
confidence: 99%
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“…It is gratifying that the results confirm the intuition of the originators of these methods. Even though our assumptions are strong, some stepwise methods can now be viewed as asymptotically optimal, such as the stepup method of Dunnett and Tarnhane [2] . Outside the strong assumptions imposed in this paper, Westfall and Young [ 18] give general resampling methods to approximate the critical values of stepdown procedures, while Troendle [17] addresses the corresponding problem for stepup procedures.…”
Section: Discussionmentioning
confidence: 99%
“…, 8k X k) , for any 8i E { -1 , 1}. Specifically, for every monotone increasing region .M and 8/h ::: 8i Yi, (2) For example, the condition for (-X 1, ... , -Xk) means that for any monotone decreasing region .M' (the complement of a monotone increasing region), the inequality (1) is reversed; that is, the probability of the event {X E .M'} increases as f) decreases (in each component).…”
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confidence: 99%
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“…:::: a with no restrictive conditions. Later, a stepup procedure was introduced for normally-distributed statistics (Dunnett and Tamhane, 1992), and under more general conditions by Hochberg (1988), the latter based on work by Simes (1986). There is a great deal of literature dealing with these methods, as well as a further extension to generalized step-up-down methods , introduced by Tamhane, Liu, and Dunnett (1998).…”
Section: Previous Related Workmentioning
confidence: 99%
“…The Dunnett procedure tests the m null hypotheses corresponding to the m dose-control contrasts. Dunnett and Tamhane, 1991) and Hochberg procedure (step-up Dunnett procedure, Dunnett and Tamhane, 1992). Both stepwise MTPs are more powerful than the single-step Dunnett procedure.…”
Section: Single-family Multiplicity Problemsmentioning
confidence: 99%