Dear R-list,
I have a data set (in the following example called "a") which have:
one "subject indicator" variable (called "id")
three dependent variables (varD, varE, var F)
three independent variables (varA, varB, varC)
I want to fit 9 lme models, one per posible combination (DA, DB, DC, E
logLik for the saturated model is not
available.
Any suggestions on how to obtain the deviance explained when a gamm is fitted
when the typical default gauusian model is fitted? Or alternavely, are the R^2
derived from a gam model and a gamm model comparable?
Thanks a lot in advance,
Berta
ng with the d.f. (it seems that narrower conf. int than
expected are obtained). Is it a wrong conclusion to interpretate the
p-values? Is there another way to adjuts this, or it is just inappropriate
to do this type of contrast?
Thanks a lot in advance!
Berta
SMALL EXPAMPLE
library(gmodels)
set.
r a continuous variable? Or it is not possible to do
so, and I have to contrast both (difference of intercepts and difference of
slopes separately) and obtain a global conclussion?
Thanks a lot in advance,
Berta
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