Hello,
I am interested in survival of seabirds as a function of temporal covariates (e.g. weather and availability of fish stocks) and age class (using 3 age groupings: immature, adult, old) - with individuals transitioning through the age classes over time (i.e. age-structured model).
I am confused as to how to best to estimate c-hat and/or measure model fit for an age-structured model. As I understand it, the RELEASE and U-CARE programs can deal with grouping variables - so I could account for age-dependent survival in these tests based only on the age at first capture (which is always 0, as all birds are banded as chicks). But, I want to test GOF for a structured model where survival probability is dependent on age class with individuals aging through time. I can't see any way of doing this in RELEASE and U-CARE tests.... Is there?
When I run the standard (un-grouped) GOF tests in U-CARE/RELEASE the results indicate high over-dispersion. I think that this is (at least in part) because these tests are not accounting for the influence of age-structure on survival. Younger birds are much more susceptible to weather, predation and food shortages, and the oldest birds die off due to senescence (so I would expect the middle class to have the highest survival).
How can I test my data for overdispersion/GOF to an age-structured model?
I am using RMark to code the model and edit the design matrices for age transitions. I have tried to import the resulting model into MARK so that I can run bootstrap or median-c tests. I used the appropriate code to generate an Rinp and then the 'import RMark' option in MARK. However, I have never managed to achieve success with this import procedure! I either get an error message, or MARK hangs and I have to force quit (after waiting hours for something to happen).
Any help or advice would be much appreciated.
Thanks,
Alice