credsubs: Multiplicity-Adjusted Subset Identification

Subset identification methods are used to select the subset of a covariate space over which the conditional distribution of a response has certain properties - for example, identifying types of patients whose conditional treatment effect is positive. An often critical requirement of subset identif...

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Main Authors: Patrick M. Schnell, Mark Fiecas, Bradley P. Carlin
Format: Article
Language:English
Published: Foundation for Open Access Statistics 2020-09-01
Series:Journal of Statistical Software
Subjects:
r
Online Access:https://www.jstatsoft.org/index.php/jss/article/view/3207
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spelling doaj-f588617439e94a66836cbae53f7412fa2021-05-04T00:11:48ZengFoundation for Open Access StatisticsJournal of Statistical Software1548-76602020-09-0194112210.18637/jss.v094.i071371credsubs: Multiplicity-Adjusted Subset IdentificationPatrick M. SchnellMark FiecasBradley P. CarlinSubset identification methods are used to select the subset of a covariate space over which the conditional distribution of a response has certain properties - for example, identifying types of patients whose conditional treatment effect is positive. An often critical requirement of subset identification methods is multiplicity control, by which the family-wise Type I error rate is controlled, rather than the Type I error rate of each covariate-determined hypothesis separately. The credible subset (or credible subgroup) method provides a multiplicity-controlled estimate of the target subset in the form of two bounding subsets: one which entirely contains the target subset, and one which is entirely contained by it. We introduce a new R package, credsubs, which constructs credible subset estimates using a sample from the joint posterior distribution of any regression model, a description of the covariate space, and a function mapping the parameters and covariates to the subset criterion. We demonstrate parametric and nonparametric applications of the package to a clinical trial dataset and a neuroimaging dataset, respectively.https://www.jstatsoft.org/index.php/jss/article/view/3207credible subgroupsmultiple hypothesis testingrsubset identificationsubgroup analysis
collection DOAJ
language English
format Article
sources DOAJ
author Patrick M. Schnell
Mark Fiecas
Bradley P. Carlin
spellingShingle Patrick M. Schnell
Mark Fiecas
Bradley P. Carlin
credsubs: Multiplicity-Adjusted Subset Identification
Journal of Statistical Software
credible subgroups
multiple hypothesis testing
r
subset identification
subgroup analysis
author_facet Patrick M. Schnell
Mark Fiecas
Bradley P. Carlin
author_sort Patrick M. Schnell
title credsubs: Multiplicity-Adjusted Subset Identification
title_short credsubs: Multiplicity-Adjusted Subset Identification
title_full credsubs: Multiplicity-Adjusted Subset Identification
title_fullStr credsubs: Multiplicity-Adjusted Subset Identification
title_full_unstemmed credsubs: Multiplicity-Adjusted Subset Identification
title_sort credsubs: multiplicity-adjusted subset identification
publisher Foundation for Open Access Statistics
series Journal of Statistical Software
issn 1548-7660
publishDate 2020-09-01
description Subset identification methods are used to select the subset of a covariate space over which the conditional distribution of a response has certain properties - for example, identifying types of patients whose conditional treatment effect is positive. An often critical requirement of subset identification methods is multiplicity control, by which the family-wise Type I error rate is controlled, rather than the Type I error rate of each covariate-determined hypothesis separately. The credible subset (or credible subgroup) method provides a multiplicity-controlled estimate of the target subset in the form of two bounding subsets: one which entirely contains the target subset, and one which is entirely contained by it. We introduce a new R package, credsubs, which constructs credible subset estimates using a sample from the joint posterior distribution of any regression model, a description of the covariate space, and a function mapping the parameters and covariates to the subset criterion. We demonstrate parametric and nonparametric applications of the package to a clinical trial dataset and a neuroimaging dataset, respectively.
topic credible subgroups
multiple hypothesis testing
r
subset identification
subgroup analysis
url https://www.jstatsoft.org/index.php/jss/article/view/3207
work_keys_str_mv AT patrickmschnell credsubsmultiplicityadjustedsubsetidentification
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AT bradleypcarlin credsubsmultiplicityadjustedsubsetidentification
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