Hello (again!),
This is related to the post
viewtopic.php?f=11&t=2299
In particular, where Jim said: 'It takes at least 2 surveys with detections per season in order to estimate occupancy or detection probabilities' however I am running single season models.
Info:
-Study species is a rock wallaby in north-eastern Australia that I believe has severely declined.
-We surveyed 24 sites using sensor cameras for a up to a period of just over 2 months
-study sites where suitable habitat/areas where they have been recorded previously
-The only site it was detected was on an island. There was only two detections in 62 days, but I can make each 'survey event' several days
-The only site covariate that makes sense to include is the dummy variable 'mainland' where a zero indicates island
Question:
-what is the probability, given the detection history, that it was present at other sites on the mainland but missed (i.e. what is the probability of false negatives at every single site?)
-Is it possible to answer this using occupancy Presence? I'm pretty sure there isn't enough data as there is only one site with detections but I wanted to make sure as I'ts a pretty important- to say that they have actually declined/disappeared and it wasn't just that we missed them. As in the above mentioned and other posts I have issues with massive SE values when I run the models (I assume because estimates are very close to zero)
-If not, might it be possible to answer this question another way? I'm thinking along the lines:
detection P (at the site where it was detected) = 2/62=0.032 therefore at another site, with say 53 trap days, the chance of missing the species given that it is present =(1-0.032)^53=0.176. But then what abut SE's? I know this is probably beyond the scope of this forum, but if you could point me in the right direction I would really appreciate it.
Many thanks,
Stephanie