fpca: Restricted MLE for Functional Principal Components Analysis

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A geometric approach to MLE for functional principal components

Author
Jie Peng <jie@wald.ucdavis.edu> , Debashis Paul <debashis@wald.ucdavis.edu>
Date of publication
2011-02-24 09:00:27
Maintainer
Jie Peng <jie@wald.ucdavis.edu>
License
GPL (>= 2)
Version
0.2-1
URLs

View on CRAN

Man pages

easy
An example with M=5 (basis functions) and r=3 (non-zero...
fpca
The fpca package: summary information
fpca.mle
Restricted MLE of Functional Principal Components
prac
An example with M=10 (basis functions) and r=5 (non-zero...

Files in this package

fpca
fpca/data
fpca/data/prac.rda
fpca/data/easy.rda
fpca/DESCRIPTION
fpca/man
fpca/man/prac.Rd
fpca/man/fpca.pred.rd
fpca/man/fpca.score.rd
fpca/man/fpca.Rd
fpca/man/fpca.mle.Rd
fpca/man/easy.Rd
fpca/R
fpca/R/fpca_func.R
fpca/R/functions_LocLin.R
fpca/R/functions_GenData.R
fpca/R/fpca_pred.r
fpca/R/functions_EM.R
fpca/R/functions_Optimization.R
fpca/R/fpca_score.r
fpca/NAMESPACE