I'm a new MARK user: could anyone help me?

questions concerning analysis/theory using program MARK

I'm a new MARK user: could anyone help me?

Postby hjunji21 » Thu Dec 06, 2007 4:05 pm

Hi!

I'm a new MARK user and I want to learn how to use it.

I have some questions and I would become happy if someone can help me.

1) I have data related to 3 occasions and 70 animals marked at total. I collected these data for 3 weeks (interval of 7 days). Considering the population is closed, what should be the best model I have to select for Closed Captures Data Type? May be the "standard" closed captures (the fisrt one on the list of the 12 models)?

2) What is the diference among the link functions presented in the window when we run the analysis?

3) What is the diference between the var. estimations (the Hessian and the 2ndPart) presented in the window when we run the analysis?

Thank you for attention.

Kind Regards
hjunji21
 
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Location: São Paulo University, Brazil

Documentation

Postby jlaake » Thu Dec 06, 2007 4:15 pm

Please read the documentation.

http://www.phidot.org/software/mark/docs/book/
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Re: Documentation

Postby hjunji21 » Fri Dec 07, 2007 9:08 am

Hi,

I have already been reading this documentation.

Then, I selected the standard closed capture models to analyze my data set. In addition, I selected the "Sin" option as link function and "2ndPart" as Var. Estimation.

However, I had the N equal to total marked animals (=70) with the models:
- {p(t) c(.) N(.) PIM} (the smaller AIC value (=-185,6190)),
- {p(t) c(.) N(t) PIM},
- {p(t) c(t) N(.) PIM},
- {p(t) c(t) N(t) PIM}.

But, when I ran the:
- {p(.) c(.) N(.) PIM},
- {p(.) c(.) N(t) PIM},
- {p(.) c(t) N(.) PIM},
- {p(.) c(t) N(t) PIM} (the greater AIC value (=-180,9811)),
I had an another N (=79).

Do you think this results could be trustable? If you have any comments, please, could you tell me?

Thank you for attention.

Kind Regards
hjunji21
 
Posts: 3
Joined: Thu Dec 06, 2007 2:23 pm
Location: São Paulo University, Brazil

Postby Paul Lukacs » Fri Dec 07, 2007 11:28 am

In the closed models, the last p and N are not estimable in a p(t) c(t) model. See chapter 15 section 9 for details.

Paul
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