| To: | s-news@wubios.wustl.edu |
|---|---|
| Subject: | smoothing matrix |
| From: | "Dr. L. Y. Hin" <lyhin@netvigator.com> |
| Date: | Fri, 21 Dec 2001 00:14:37 +0800 |
| References: | <3.0.3.32.20011031164730.007caaa0@pop.netvigator.com> <001b01c16227$77acbb60$d6bb42ab@GIBBERS> <3BF10937.F395D62D@netvigator.com> <002401c16cca$b56c6ce0$d6bb42ab@GIBBERS> |
Dear S-plus users, I have a problem with smoothing spline that I'd be grateful for your advice. I've been advised that I can obtain the smoother matrix, ie., S=(I + lambda*K)^-1, from the smooth.spline() function as below: x_1:20 hat_diag(x) spar_smooth.spline(x)$spar for (i in 1:length(x)) hat[,i]_smooth.spline(smooth.spline,hat[,i],spar=spar)$y and hat should be the smoother matrix S. However, this does not work for cases with ties, eg., x_rep(1:5,(2:6)) Kindly please advise me whether there is any way for me to obtain the smoother matrix S as shown in the Reinsch form above? Thank you. Best Lin |
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