Authors@R: c(person("Pavlo", "Mozharovskyi", role = c("aut", "cre"),
person("C.B.", "Barber", role = c("aut", "cph")),
person("The Geometry Center", "University of Minnesota", role = c("cph")))
Packaged: 2018-01-02 13:20:31 UTC; pavlo.mozharovskyi
The Geometry Center University of Minnesota [cph]

Authors@R: c(person("C.B.", "Barber", role = c("aut", "cph"),
person("The Geometry Center", "University of Minnesota", role = c("cph"),
Description: Tukey regions are polytopes in the Euclidean space, viz. upper-level sets of the Tukey depth function on given data. The bordering hyperplanes of a Tukey region are computed as well as its vertices, facets, centroid, and volume. In addition, the Tukey median set, which is the non-empty Tukey region having highest depth level, and its barycenter (= Tukey median) are calculated. Tukey regions are visualized in dimension two and three. For details see Liu, Mosler, and Mozharovskyi (2017) <arXiv:1412.5122>. See file LICENSE.note for additional license information.
Packaged: 2018-01-16 06:50:39 UTC; pavlo.mozharovskyi
Author: C.B. Barber [aut, cph] (Qhull library),
The Geometry Center University of Minnesota [cph] (Qhull library),

Description: Tukey regions are polytopes in the Euclidean space, viz.
upper-level sets of the Tukey depth function on given data. The bordering
hyperplanes of a Tukey region are computed as well as its vertices, facets,
centroid, and volume. In addition, the Tukey median set, which is the
non-empty Tukey region having highest depth level, and its barycenter
(= Tukey median) are calculated. Tukey regions are visualized in dimension
two and three. For details see Liu, Mosler, and Mozharovskyi
Packaged: 2021-01-09 11:22:34 UTC; pavlo.mozharovskyi

Packaged: 2022-06-08 08:35:25 UTC; pavlomozharovskyi

Title: Multi-objective parameter tuning for classifiers
Description: Generic methods for parameter tuning of classification
algorithms using multiple scoring functions
Suggests: snowfall, class, tree, e1071, randomForest, igraph

Suggests: snowfall, desire, igraph, gsl, class, tree, e1071,