Hi Amelia,
You shouldn't use AIC in combination with penalized likelihood. One approach is to fit several penalties for each model and then rank the resulting models based on the cross validation metric. I've attached a brief example of this.
However, in your specific case, I would strongly advise you to not use the multispecies occupancy model. Penalized likelihood may "fix" the estimates, but I think the issues with your models come from two more fundamental limitations. First your sample size is unfortunately too small. In most cases you need 100 or more sites to have adequate power to detect any effects with this model, it's very data hungry. Second and more importantly, if 2 of 3 species are always detected, the model isn't going to be able to accurately estimate any interactions regardless of your sample size. For any given pair of species, at least one of the species will be at every site. The model needs information about where both species occur, where neither species occurs, and where each species occurs on its own to be able to estimate anything, and that's not possible in this case.
Ken
On Sun, Jun 15, 2025 at 11:18:00PM -0700, Amelia wrote:
> Hi there,
>
> I have a bit of a conceptual question. I'm looking at occupancy of three
> species from camera trap data. I've just used a (a) null model, (b) model
> with 'distance to grazing land' as a covariate on the first-order
> parameter, with second-order set to 1, and third-order to 0; (c) model with
> 'distance to grazing land' as the covariate on the first- and second-order
> parameters, and third-order set to 0.
>
> All models give the warning of high SE values. I have 20 sites across 90
> days (with occasion length = 1), and two of the species are seen across all
> sites. As per the instructions in the occuMulti
> <
https://cran.r-project.org/web/packages/unmarked/vignettes/occuMulti.html#penalized-likelihood> vignette,
> I can use penalized likelihood to address this.
>
> I just don't know what the appropriate process is. Should I:
> * Fit the models, compare AIC values and choose model with lowest AIC, and
> then fit this model with penalized likelihood
> * Fit the models, also fit them with penalized likelihood, compare AIC
> values of both penalized and non-penalized models, and choose the lowest
> AIC model (even if this is a model with high SE values?)
> * Only run AIC comparison on the penalized models, and choose the lowest
> AIC model.
>
> Any help is much appreciated!
> Kind regards,
> Amelia
>
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