1. Probably not, depending on what you expect to gain from this. R's
numerical procedures can almost certainly handle the correlations.
2. Search on "R package for principal components regression" instead
of rolling your own.There are several (e.g. "chemometrics", "pls",
etc.)
-- Bert
On Fri, No
My data has correlations between predictors so I think it would be
advantageous to rotate the axes with prcomp().
> census <-
read.table(paste("http://www.stat.wisc.edu/~rich/JWMULT02dat","T8-5.DAT",sep
="/"),header=F)
> census
V1 V2V3 V4 V5
1 5.935 14.2 2.265 2.27 2.91
2 1.523 1
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