Mercurial > repos > ethevenot > univariate
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author | ethevenot |
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date | Wed, 28 Feb 2018 06:29:34 -0500 |
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Univariate parametric and non-parametric hypothesis testing with correction for multiple testing ================================================================================================ A Galaxy module from the [Workflow4metabolomics](http://workflow4metabolomics.org) infrastructure Status: [![Build Status](https://travis-ci.org/workflow4metabolomics/univariate.svg?branch=master)](https://travis-ci.org/workflow4metabolomics/univariate). ### Description **Version:** 2.2.4 **Date:** 2018-01-11 **Author:** Marie Tremblay-Franco (INRA, MetaToul, MetaboHUB, W4M Core Development Team) and Etienne A. Thevenot (CEA, LIST, MetaboHUB, W4M Core Development Team) **Email:** [marie.tremblay-franco(at)toulouse.inra.fr](mailto:marie.tremblay-franco@toulouse.inra.fr); [etienne.thevenot(at)cea.fr](mailto:etienne.thevenot@cea.fr) **Citation:** Thevenot E.A., Roux A., Xu Y., Ezan E. and Junot C. (2015). Analysis of the human adult urinary metabolome variations with age, body mass index and gender by implementing a comprehensive workflow for univariate and OPLS statistical analyses. *Journal of Proteome Research*, **14**:3322-3335. [doi:10.1021/acs.jproteome.5b00354](http://dx.doi.org/10.1021/acs.jproteome.5b00354) **Reference history:** [W4M00001a_sacurine-subset-statistics](http://galaxy.workflow4metabolomics.org/history/list_published), [W4M00004_mtbls1](http://galaxy.workflow4metabolomics.org/history/list_published) **Licence:** CeCILL **Funding:** Agence Nationale de la Recherche ([MetaboHUB](http://www.metabohub.fr/index.php?lang=en&Itemid=473) national infrastructure for metabolomics and fluxomics, ANR-11-INBS-0010 grant) ### Installation * Configuration file: `univariate_config.xml` * Image file: + `static/images/univariate_workflowPositionImage.png` * Wrapper file: `univariate_wrapper.R` * Script file: `univariate_script.R` * R packages + **batch** from CRAN ```r install.packages("batch", dep=TRUE) ``` + **PMCMR** from CRAN ```r install.packages("PMCMR", dep=TRUE) ``` ### Tests The code in the wrapper can be tested by running the `runit/univariate_runtests.R` R file You will need to install **RUnit** package in order to make it run: ```r install.packages('RUnit', dependencies = TRUE) ``` ### Working example See the **W4M00001a_sacurine-subset-statistics**, **W4M00001b_sacurine-subset-complete**, **W4M00002_mtbls2**, **W4M00003_diaplasma** shared histories in the **Shared Data/Published Histories** menu (https://galaxy.workflow4metabolomics.org/history/list_published) ### News ###### CHANGES IN VERSION 2.2.4 MINOR MODIFICATION * Internal minor modifications for building and testing ###### CHANGES IN VERSION 2.2.0 MAJOR MODIFICATION * ANOVA and Kruskal-Wallis: The p-values of the post-hoc tests (i.e. from pairwise comparisons) are now further corrected for multiple testing over all variables (previously, only the p-value of the -first- omnibus test was corrected over all variables) MINOR MODIFICATION * All values in the 'dif', adjusted p-value, and 'sig' columns are now displayed (previously, the values were set to NA when the p-value of the omnibus test was not significant) NEW FEATURE * Graphic: a single pdf file containing the graphics of all significant tests is now produced as '_figure.pdf' output: boxplots (respectively scatterplots with the regression line in red and the R2 value) are displayed when the factor of interest is qualitative (respectively quantitative). The corrected p-value is indicated in the title of each plot ###### CHANGES IN VERSION 2.1.4 NEW FEATURE * Level names are now separated by '.' instead of '-' previously in the column names of the output variableMetadata table (e.g., 'jour_ttest_J3.J10_fdr' instead of 'jour_ttest_J3-J10_fdr' previously) INTERNAL MODIFICATION * Minor internal changes ###### CHANGES IN VERSION 2.1.2 INTERNAL MODIFICATION * Minor internal changes in .shed.yml for toolshed export ###### CHANGES IN VERSION 2.1.1 INTERNAL MODIFICATION * Internal handling of 'NA' p-values (e.g. when intensities are identical in all samples).