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The ade4 Package - NexTag Supports Open Source Initiatives

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pcaivortho 197<br />

Arguments<br />

dudi<br />

df<br />

scannf<br />

nf<br />

a duality diagram, object of class dudi<br />

a data frame with the same rows<br />

a logical value indicating whether the eigenvalues bar plot should be displayed<br />

if scannf FALSE, an integer indicating the number of kept axes<br />

Value<br />

an object of class ’pcaivortho’ sub-class of class dudi<br />

rank<br />

nf<br />

eig<br />

lw<br />

cw<br />

Y<br />

X<br />

tab<br />

c1<br />

as<br />

ls<br />

li<br />

l1<br />

co<br />

param<br />

an integer indicating the rank of the studied matrix<br />

an integer indicating the number of kept axes<br />

a vector with the all eigenvalues<br />

a numeric vector with the row weigths (from dudi)<br />

a numeric vector with the column weigths (from dudi)<br />

a data frame with the dependant variables<br />

a data frame with the explanatory variables<br />

a data frame with the modified array (projected variables)<br />

a data frame with the Pseudo Principal Axes (PPA)<br />

a data frame with the Principal axis of dudi$tab on PAP<br />

a data frame with the projection of lines of dudi$tab on PPA<br />

a data frame dudi$ls with the predicted values by X<br />

a data frame with the Constraint Principal Components (CPC)<br />

a data frame with the inner product between the CPC and Y<br />

a data frame containing a summary<br />

Author(s)<br />

Daniel Chessel<br />

Anne B Dufour 〈dufour@biomserv.univ-lyon1.fr〉<br />

References<br />

Rao, C. R. (1964) <strong>The</strong> use and interpretation of principal component analysis in applied research.<br />

Sankhya, A 26, 329–359.<br />

Sabatier, R., Lebreton J. D. and Chessel D. (1989) Principal component analysis with instrumental<br />

variables as a tool for modelling composition data. In R. Coppi and S. Bolasco, editors. Multiway<br />

data analysis, Elsevier Science Publishers B.V., North-Holland, 341–352

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