[R-sig-ME] Prediction of random effects in glmer()
r@v|@v@r@dh@n @end|ng |rom jhu@edu
Mon Feb 15 21:24:30 CET 2021
Thanks for your response. I went back and looked at the draft JSS paper you sent me. It does describe how the random effects are predicted as conditional modes, using a penalized, iteratively weighted least squares. However, I still have some questions. Why is the penalty term ||u||^2 added? What does this mean? Does glmer then provide standard errors for the predicted random effects (I don't think it does)?
One more question: it would be nice to also have an option for conditional mean and conditional variance of the random effect, although conditional variance would underestimate the true variance of the prediction.
From: Ravi Varadhan
Sent: Thursday, February 11, 2021 8:30 PM
To: r-sig-mixed-models using r-project.org <r-sig-mixed-models using r-project.org>
Subject: Prediction of random effects in glmer()
I would like to know how the prediction of random effects is done in the GLMM modeling using the lme4::glmer function, i.e. how the BLUP-like predictions are made in the glmer() function?
Does it use frequentist prediction or empirical Bayes or full Bayes posterior? Is there any documentation of the prediction methodology?
Thanks in advance.
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