[R-sig-ME] MCMCglmm Poisson with an offset term and splines
Jarrod Hadfield
j.hadfield at ed.ac.uk
Fri Sep 22 06:55:02 CEST 2017
Hi,
The model looks OK as far as can be assessed without knowing the data.
For the offset term you need to hold the associated coefficient at 1 by
placing a strong prior on it. If you want everything else to have the
default prior then use:
k<-11 # number of fixed effects
prior<-list(B=list(V=diag(k)*1e8, mu=rep(0,k)),
R=list(V=1, nu=0),
G=list(G1=list(V=1, nu=0),
G2=list(V=1, nu=0),
G3=list(V=1, nu=0)))
prior$mu[k]<-1 # assuming the offset term is last
prior$B[k,k]<-1e-8
The interpretation of the offset is simply the coefficient is assumed to
be one and that the rate at which events occur is constant.
Cheers,
Jarrod
On 22/09/2017 01:52, dani wrote:
> Hello everyone,
>
> I have a Poisson model with an offset term that involves repeated observations nested into two cross-classified groups.
>
> The model includes
> - four categorical variables
> - 6 continuous variables (for one of them I would like to include a smoother)
> - the offset=log(duration)
>
> I first used the spl2 function to create the fixed ((x6numspline1) and random terms (x6numspline2) for the smoother. I added the random smoother term to the other two random intercepts (for student ID and classroom) that I have (which are cross-classified).
>
> My question is: Do you find my model sound? Before I study the priors, I just wanted to run a default model - is my inclusion of an offset ok? Also, given that the observations are repeated and nested into both Student ID and classroom, I am not sure how to specify the variance structure in MCMCglmm (beginner here:))
>
> mc_spl0 <- MCMCglmm(number_events ~ x1cat+x2cat+x8cat+x9cat+x3num+x4num+x5num+x6numspline1+x7num+x8num+log(duration),
> random =~ ID+class+idv(x6numspline2),
> data = newdat,
> family = "poisson",
> thin = 100,
> burnin = 10000,
> nitt = 150000,
> saveX=TRUE, saveZ=TRUE, saveXL=TRUE, pr=TRUE, pl=TRUE)
>
> In addition, I am not sure what to make of the results for the offset term (included as a covariate in the model) in the output - how should I discuss them?
>
> Thank you all so much!
> Best regards,
> N-M.
> <http://aka.ms/weboutlook>
>
> [[alternative HTML version deleted]]
>
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