[R-sig-ME] MCMCglmm models and (quasi-)complete separation
j@@min@herden @ending from gm@il@com
Thu May 24 14:16:54 CEST 2018
Dear fellow R users,
I have recently started using the MCMCglmm R package to analyse some of my
data which severely suffers from (quasi)complete separation.
I have followed Ben Bolker's suggestions of zero-mean Normal priors on the
fixed effects to analyse such kinds of data.
My model is:
k<-8 #number of the fixed effects
prior.c <- list(B=list(V=diag(9,k), mu=rep(0,k)),
G=list(G1=list(V=1, nu=1,alpha.mu=0, alpha.V=1000),
nsamp <- 10000
THIN <- 900
BURNIN <- 10000
NITT <- BURNIN + THIN*nsamp
model3 = MCMCglmm(survival~
Survival is a binary value of 0 or 1 and is observed only once per
Therefore the observation-level variance R is fixed to 1. (As in the linked
Site, b, and c are two-level categorical variables. x is crossed with Field
and Field_block, but Field_block is nested within Field.
Models are run for each species separately.
My questions are:
a) Many worked examples which I based my own analysis on use the
criterion where you check the convergence of your model by running it a
number of times and then compare models.
However, I think the MCMCglmm vignette said to start the model running with
overdispersed priors which is definitely not an option for me with the kind
of data I have.
I have tried using the testing for the Gelman-Rubin criterion nonetheless,
but the Gelman diagnostic plots do not show a oscillating line that finally
converges on a value but
rather clines and straigt lines.
b) I am also not quite sure, if the value R is fixed at is appropiate for
all models I run. For some
models, I still get latent variable values bigger than 20, even at very
high numbers of iterations.
c) How do you decide to use family="categorical" (=logit link) or "ordinal"
Based on the DIC of the models?
d) For many of my models, the explained variance for the random effects
Field and Field_block are very high; sometimes reaching an upper estimate
I think the problem is that Field_block is not only nested in Field but
that Field is also
nested in the categorical fixed effect Site.
Is my model overparametrized with regard to Field, since I have nearly
complete survival in one of the two levels of Site?
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