randomForest classifier. It selects the full set of all
relevant attributes by comparing original attributes'
importances with importance achievable at random estimated

Title: A wrapper algorithm for all-relevant feature selection
Author: Miron B. Kursa and Witold R. Rudnicki
Description: Boruta is an all-relevant feature selection wrapper
algorithm.  It finds relevant features by comparing original
attributes' importance with importance achievable at random,

Depends: R (>= 2.0.0), randomForest, rFerns
Description: Boruta is an all-relevant feature selection wrapper algorithm.
It finds relevant features by comparing original attributes'
importance with importance achievable at random, estimated
Maintainer: Miron Bartosz Kursa <M.Kursa@icm.edu.pl>

Title: Wrapper Algorithm for All-Relevant Feature Selection

Description: An all-relevant feature selection wrapper algorithm.

Title: Wrapper Algorithm for All Relevant Feature Selection
Description: An all relevant feature selection wrapper algorithm.

Suggests: mlbench, rFerns, randomForest, testthat, xgboost
It finds relevant features by comparing original attributes' importance with importance achievable at random, estimated using their permuted copies (shadows).

Suggests: mlbench, rFerns, randomForest, testthat, xgboost, survival

Author: Peter Clifford and Rapha�l Clifford
Description: Classical Boson Sampling using the algorithm of
Clifford and Clifford (2017) <arXiv:1706.01260>. Also provides functions for
generating random unitary matrices, evaluation of matrix permanents (both
real and complex) and evaluation of complex permanent minors.
Packaged: 2017-09-04 16:44:36 UTC; Peter Clifford

person("Peter", "Clifford", email = "peter.clifford@jesus.ox.ac.uk",
person("Rapha�l", "Clifford", email = "clifford@cs.bris.ac.uk",
Packaged: 2021-05-12 14:36:18 UTC; Peter Clifford

Title: Bound on the Error of the First-Order Edgeworth Expansion
person("Alexis", "Derumigny",, email = "a.f.f.derumigny@tudelft.nl", role = c("aut", "cre"), comment = c(ORCID = "0000-0002-6163-8097")),
person("Lucas", "Girard",, email = "lucas.girard@ensae.fr", role = "aut"),
person("Yannick", "Guyonvarch",, email = "yannick.guyonvarch@inrae.fr", role = "aut")
Description: Computes uniform bounds on the distance between
the cumulative distribution function of a standardized sum
of random variables and its first-order Edgeworth expansion,
following the article Derumigny, Girard, Guyonvarch (2021)
Author: Alexis Derumigny [aut, cre] (<https://orcid.org/0000-0002-6163-8097>),