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subselect (version 0.12-5)

Selecting Variable Subsets

Description

A collection of functions which (i) assess the quality of variable subsets as surrogates for a full data set, in either an exploratory data analysis or in the context of a multivariate linear model, and (ii) search for subsets which are optimal under various criteria.

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Version

Install

install.packages('subselect')

Monthly Downloads

648

Version

0.12-5

License

GPL (>= 2)

Maintainer

Jorge Cadima

Last Published

April 13th, 2015

Functions in subselect (0.12-5)

gcd.coef

Computes Yanai's GCD in the context of the variable-subset selection problem
rv.coef

Computes the RV-coefficient applied to the variable subset selection problem
subselect-internal

Internal subselect Objects
glmHmat

Input matrices for subselect search routines in generalized linear models
ldaHmat

Total and Between-Group Deviation Matrices in Linear Discriminant Analysis
farm

Sixty-two economic indicators from 99 Portuguese farms.
zeta2.coef

Computes the Zeta squared coefficient for a multivariate linear hypothesis
trim.matrix

Given an ill-conditioned square matrix, deletes rows/columns until a well-conditioned submatrix is obtained.
genetic

Genetic Algorithm searching for an optimal k-variable subset
lmHmat

Total and Effect Deviation Matrices for Linear Regression and Canonical Correlation Analysis
improve

Restricted Local Improvement search for an optimal k-variable subset
wald.coef

Wald statistic for variable selection in generalized linear models
xi2.coef

Computes the Xi squared coefficient for a multivariate linear hypothesis
anneal

Simulated Annealing Search for an optimal k-variable subset
eleaps

A Leaps and Bounds Algorithm for finding the best variable subsets
rm.coef

Computes the RM coefficient for variable subset selection
ccr12.coef

First Squared Canonical Correlation for a multivariate linear hypothesis
glhHmat

Total and Effect Deviation Matrices for General Linear Hypothesis
tau2.coef

Computes the Tau squared coefficient for a multivariate linear hypothesis