Absolutely! Even more, consult a local expert in applying mixed effects
models. The op's strategy sounded to me like a prescription to produce
irreproducible results (due to over fitting).
Cheers,
Bert
On Friday, February 19, 2016, Don McKenzie wrote:
> This is a complicated and subtle stati
Hello, Wilbert,
You did give a good procedure for lme model selection! thanks! I learn some.
I am also working on similar problem recently, maybe you can take a
look at "glmmLasso" package, which allows model selection in
generalized linear mixed effects models using the LASSO shrinkage
method.
This is a complicated and subtle statistical issue, not an R question, the
latter being the purpose of this list. There are people on the list who could
give you literate answers,
to be sure, but a statistically oriented list would be a better match.
e.g.,
http://stats.stackexchange.com/
>
Dear all,
Mixed-effects models are wonderful for analyzing data, but it is always a
hassle to find the best model, i.e. the model with the lowest AIC,
especially when the number of predictor variables is large.
Presently when trying to find the right model, I perform the following
steps:
1.
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