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pls (version 2.6-0)

Partial Least Squares and Principal Component Regression

Description

Multivariate regression methods Partial Least Squares Regression (PLSR), Principal Component Regression (PCR) and Canonical Powered Partial Least Squares (CPPLS).

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Version

Install

install.packages('pls')

Monthly Downloads

28,707

Version

2.6-0

License

GPL-2

Last Published

December 18th, 2016

Functions in pls (2.6-0)

delete.intercept

Delete intercept from model matrix
kernelpls.fit

Kernel PLS (Dayal and MacGregor)
coefplot

Plot Regression Coefficients of PLSR and PCR models
crossval

Cross-validation of PLSR and PCR models
cvsegments

Generate segments for cross-validation
biplot.mvr

Biplots of PLSR and PCR Models.
jack.test

Jackknife approximate t tests of regression coefficients
gasoline

Octane numbers and NIR spectra of gasoline
coef.mvr

Extract Information From a Fitted PLSR or PCR Model
cppls.fit

CPPLS (Indahl et al.)
plot.mvr

Plot Method for MVR objects
msc

Multiplicative Scatter Correction
oliveoil

Sensory and physico-chemical data of olive oils
mvrCv

Cross-validation
mvr

Partial Least Squares and Principal Component Regression
mayonnaise

NIR measurements and oil types of mayonnaise
oscorespls.fit

Orthogonal scores PLSR
pls.options

Set or return options for the pls package
naExcludeMvr

Adjust for Missing Values
mvrVal

MSEP, RMSEP and R2 of PLSR and PCR models
stdize

Standardization of Data Matrices
scoreplot

Plots of Scores, Loadings and Correlation Loadings
svdpc.fit

Principal Component Regression
simpls.fit

Sijmen de Jong's SIMPLS
predplot

Prediction Plots
validationplot

Validation Plots
scores

Extract Scores and Loadings from PLSR and PCR Models
predict.mvr

Predict Method for PLSR and PCR
selectNcomp

Suggestions for the optimal number of components in PCR and PLSR models
summary.mvr

Summary and Print Methods for PLSR and PCR objects
yarn

NIR spectra and density measurements of PET yarns
widekernelpls.fit

Wide Kernel PLS (R<e4>nnar et al.)
var.jack

Jackknife Variance Estimates of Regression Coefficients