Hi,
The weights argument in INLA function is not for the sampling weights!
So you shouldn't use it. You may get the posterior point estimates
right, but the uncertainty would be wrong since usually the weights
are the inverse of a probability, hence big number. Your intervals
might then be too tiny.
As far as I know you may have to choose sampling weights (a) or
spatial frailties (b).
For (a) you should try the Thomas Lumley package survey, and take the
pseudo-likelihood approach (or should it be a
pseudo-Cox-partial-likehood? I don't know)
For (b) you should invoke the ignorability (in very simple terms: your
process doesn't depend on the sampling design) and go ahead as you
have a simple random sample, doing the INLA bit.
A third solution would be include variables related to your sample
design (strata, clusters,...) as random effects of your spatial
frailty model, so you somehow dealing with the design in your model.
> Visit this group at
https://groups.google.com/group/r-inla-discussion-group.