Stepup procedures for control of generalizations of the familywise error rate

DOI10.1214/009053606000000461zbMath1246.62172arXivmath/0611266OpenAlexW3098682883MaRDI QIDQ449953

Azeem M. Shaikh, Joseph P. Romano

Publication date: 3 September 2012

Published in: The Annals of Statistics (Search for Journal in Brave)

Full work available at URL: https://arxiv.org/abs/math/0611266

zbMATH Keywords

multiple testingfalse discovery ratefalse discovery proportionstepdown procedurep-value

Mathematics Subject Classification ID

Paired and multiple comparisons; multiple testing (62J15)

Related Items

Familywise error rate control via knockoffs, Balanced control of generalized error rates, Simultaneous testing of multiple hypotheses using generalized \(p\)-values, Multiple Comparisons Controlling Expected Number of False Discoveries, Weighted multiple testing procedure for grouped hypotheses with \(k\)-FWER control, Control of the false discovery proportion for independently tested null hypotheses, Step-up procedure controlling generalized family-wise error rate, Two simple sufficient conditions for FDR control, Asymptotic properties of false discovery rate controlling procedures under independence, On stepwise control of the generalized familywise error rate, Improved power of familywise error rate procedures for discrete data under dependency, New testing procedures with \(k\)-FWER control for discrete data, Stepup procedures controlling generalized FWER and generalized FDR, Generalizing Simes' test and Hochberg's stepup procedure, A sufficient criterion for control of some generalized error rates in multiple testing, Parsimonious covariate selection with censored outcomes, Bonferroni-type Plug-in Procedure Controlling Generalized Familywise Error Rate, A Conservative Test for Multiple Comparison Based on Highly Correlated Test Statistics, Further results on controlling the false discovery proportion, Control of generalized error rates in multiple testing, Only closed testing procedures are admissible for controlling false discovery proportions, Testing the correlated random coefficient model, FORMALIZED DATA SNOOPING BASED ON GENERALIZED ERROR RATES, On a generalized false discovery rate, Control of the false discovery rate under dependence using the bootstrap and subsampling, Closure properties of classes of multiple testing procedures, A Framework for Monte Carlo based Multiple Testing, A note on multiple testing for composite null hypotheses, Flexible Regression Model Selection for Survival Probabilities: With Application to AIDS, New procedures controlling the false discovery proportion via Romano-Wolf's heuristic

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