Outlier detection using the iterated RMCD method of Cerioli
(2010)
c(person(c("Christopher","G."),"Green",role=c("aut","cre"),
email = "christopher.g.green@gmail.com"),
person(c("R.","Doug"),"Martin",role="ths"))
This package provides the iterated RMCD method of Cerioli (2010)
for multivariate outlier detection via robust Mahalanobis distances. It also
provides the finite-sample RMCD method discussed in the paper, as well as
the methods provided in Hardin and Rocke (2005) and Green and Martin (2014).
Christopher G. Green [aut, cre],
R. Doug Martin [ths]

Outlier Detection Using the Iterated RMCD Method of Cerioli
(2010)
Implements the iterated RMCD method of Cerioli (2010)
for multivariate outlier detection via robust Mahalanobis distances. Also
provides the finite-sample RMCD method discussed in the paper, as well as
the methods provided in Hardin and Rocke (2005) and Green and Martin (2014).

Implements the iterated RMCD method of Cerioli (2010)
for multivariate outlier detection via robust Mahalanobis distances. Also
provides the finite-sample RMCD method discussed in the paper, as well as
the methods provided in Hardin and Rocke (2005) <doi:10.1198/106186005X77685>
and Green and Martin (2017).

Easily Install Pharmacometric Packages and Shiny Applications
Developed by Certara
c(
person("James", "Craig", email = "james.craig@certara.com", role = c("aut", "cre")),
person("Certara USA, Inc.", role = c("cph","fnd"))
)
A convenient set of wrapper functions to install
pharmacometric packages and Shiny applications developed by Certara
PMX and Integrated Drug Development (iDD). The functions ensure the
successful installation of packages from non-standard repositories.
batchtools (>= 0.9.9), data.table, dplyr, DT, ggplot2,
htmltools, jsonlite, magrittr, methods, plotly, reshape,
remotes, rlang, shiny, shinyjs, shinyWidgets, shinymaterial,
shinyjqui, sortable, ssh, utils, xml2
James Craig [aut, cre],
Certara USA, Inc. [cph, fnd]

Estimate quantiles using any order Cornish-Fisher expansion
Estimate quantiles using formula (18) from
http://www.jaschke-net.de/papers/CoFi.pdf (Yaschke; 2001)