Laurent
T. et al. (2012). GeoXp:
Interactive exploratory spatial data analysis. R package
version 1.6.2.
"GeoXp is a tool for researchers in spatial statistics, spatial econometrics,
geography, ecology etc allowing to link dynamically statistical plots
with elementary maps. This coupling consists in the fact that the
selection of a zone on the map results in the automatic highlighting of
the corresponding points on the statistical graph or reversely the
selection of a portion of the graph results in the automatic
highlighting of the corresponding points on the map. GeoXp includes
tools from different areas of spatial statistics including
geostatistics as well as spatial econometrics and point processes.
Besides elementary plots like boxplots, histograms or simple
scatterplot, GeoXp also couples with maps Moran scatterplots, variogram
cloud, Lorentz Curves,...In order to make the most of the
multidimensionality of the data, GeoXp includes some dimension
reduction techniques such as PCA".
Aragon Y. et Laurent
T. (2011). Séries
temporelles avec R – Méthodes et cas. R
package version 1.4.
"Functions, data sets and exercises solutions for the book
'Séries temporelles avec R - Méthodes et cas'
(Yves Aragon, Springer, 2011). For all chapters, a vignette is
available with some additional material and exercises
solutions".
Daouia A. et Laurent
T. (2012). frontiles:
Partial Frontier Efficiency Analysis. R package version 1.2.
"It calculates the alpha-quantile and order-m efficiency
score in multi-dimension and computes several summaries and
representation of the associated frontiers in 2d and 3d".
Daouia A., Laurent T. et Noh H. (2013). npbr: Nonparametric Boundary Regression.
R package version 1.0. "This package provides functions for the best
known approaches to nonparametric boundary estimation. The selected
methods are concerned with empirical, smooth, unconstrained as well as
restricted estimates under both separate and multiple shape
constraints. The package also allows for Monte Carlo comparisons among
these different estimation procedures, illustrating the simulation
experiments by Daouia, Noh and Park (2013), Data envelope fitting with
constrained polynomial splines, TSE Working Paper,
http://www.tse-fr.eu/images/doc/wp/etrie/wp_tse_449.pdf