on why the two functions are giving incompatible
results?
thank you in advance for your help
--- Douglas Bates [EMAIL PROTECTED] escreveu:
Alexandre Galvão Patriota wrote:
The model is Y = XB + Zg + e
where
g~N(0, D)
e~N(0, R)
How to extract the VAR(g)= D, VAR(e)=R and
V
Hi,
How extract the Variance and Covariance Matrices
D of random effects and R of error in the lme object?
Thanks in advance.
Alexandre Galvão
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PLEASE do read the
The model is Y = XB + Zg + e
where
g~N(0, D)
e~N(0, R)
How to extract the VAR(g)= D, VAR(e)=R and V=ZDZ'+R?
thanks
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PLEASE do read the posting guide!
Dear Christoph, You can use the package gregmisc
require(gregmisc)
C-c(0,1,-1)
glh.test(my.lm,C)
I hope that helps
Alexandre Galvão
Hi
Let's assume, we have a multiple linear regression,
such as the one
using the Scottish hills data (MASS, data(hills)):
one dependent variable: time
incompatible results?
thank you in advance for your help
Alexandre Galvão Patriota.
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