Author: Fortran code by Alan Genz.  R code by Brenton Kenkel, based on
Description: Provides a vectorized R function for calculating
probabilities from a standard bivariate normal CDF.

Author: Fortran code by Alan Genz.  R code by Brenton Kenkel,
based on Adelchi Azzalini's 'mnormt' package.

Title: Access Data and Metadata from 'Microsoft' 'Power BI' Documents
Description: Access data and metadata from 'Microsoft' 'Power BI' ('.pbix', <https://powerbi.microsoft.com>) documents with R. The 'pbixr' package enables one to extract 'Power Query M' formulas (<https://docs.microsoft.com/en-us/power-query/>) and 'Data Analysis Expressions' ('DAX', <https://docs.microsoft.com/en-us/dax/>) queries and their properties, report layout and style, and data and data models.
Imports: formatR, xml2, jsonlite, zip, utils, textclean, stringr
Suggests: knitr, rmarkdown, testthat (>= 2.1.0), RCurl, ggplot2,

Description: Access data and metadata from 'Microsoft' 'Power BI' ('.pbix', <https://powerbi.microsoft.com>) documents with R. The 'pbixr' package enables one to extract 'Power Query M' formulas (<https://docs.microsoft.com/en-us/power-query/>) 'Data Analysis Expressions' queries ('DAX', <https://docs.microsoft.com/en-us/dax/>) and their properties, report layout and style, and data and data models.

Title: Parametric bootstrap and Kenward Roger based methods for model
Author: Ulrich Halekoh <ulrich.halekoh@agrsci.dk> S�ren H�jsgaard
Description: Test in linear mixed effects models based on parametric
bootstrap approaches and Kenward-Roger modification of F-tests

Author: Ulrich Halekoh <ulrich.halekoh@agrsci.dk> S�ren H�jsgaard <sorenh@mail.dk>
Description: Test in linear mixed effects models based on parametric bootstrap approaches and Kenward-Roger modification of F-tests

Title: Parametric bootstrap and Kenward Roger based methods for mixed

Description: Test in linear mixed effects models.
Attention is on linear mixed effects models as implemented in the lme4
The package implements a parametric bootstrap test
The package implements a Kenward-Roger modification of F-tests