jacobi: Jacobi Rotations

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Matrix techniques for various types of diagonalizations of matrices and three-dimensinal arrays are implemented in R using Jacobi plane rotations.

Author
Jan de Leeuw <deleeuw@stat.ucla.edu>, Denise B. Ferrari <denise@stat.ucla.edu>
Date of publication
None
Maintainer
Jan de Leeuw <deleeuw@stat.ucla.edu>
License
GPL (>= 2)
Version
1.0

View on R-Forge

Man pages

jacobi-package
What the package does (short line) ~~ package title ~~
jEigen
Eigenvectors of a matrix using Jacobi plane rotations.
jMCA
A variation of multiple correspondence analysis using Jacobi...
jSimDiag
Simultaneous diagonalization for symmetric matric using...
jSimSVD
SVD of Simultaneous Diagonalized matrices
jSVD
Singular-value decomposition of a matrix using Jacobi plane...
jTucker3Block
Fits a TUCKER-3 model using Jacobi plane rotations.
jTucker3Diag
Fits an orthonormal version of the INDSCAL/PARAFAC model.

Files in this package

jacobi
jacobi/NAMESPACE
jacobi/R
jacobi/R/jacobi.R
jacobi/DESCRIPTION
jacobi/man
jacobi/man/jSVD.Rd
jacobi/man/jTucker3Block.Rd
jacobi/man/jSimDiag.Rd
jacobi/man/jMCA.Rd
jacobi/man/jTucker3Diag.Rd
jacobi/man/jSimSVD.Rd
jacobi/man/jEigen.Rd
jacobi/man/jacobi-package.Rd