I am concerned about violating the closure assumption in my analysis. In the past few months, I've been working with my detection history data getting a feel for PRESENCE and how to work with things.
Study Background:
I obtained detection histories using motion-sensing trail cameras. My goal was to survey several private properties intensively with the goal of detecting a handful of species of interest. I detected a great deal more species (more than a dozen) than I sought to detect initially. I arranged sites in a regular grid arrangement on several private properties. I had about 30 sites at a time (with two cameras at each site), and rotated my cameras between properties in order to survey the entire area. Cameras were active at each site for 10-14 days before being moved. I had a winter season (Dec-March) and a summer season (May-Aug). Each site was visited twice during each season.
Due to my intensive surveying efforts, several species were detected at most sites at least once during each 10-14 day interval. I am confident I can assume closure for that amount of time. That said, if I use each 10-14 day interval as an "occasion", then my detection probabilities for most species are 1 and that doesn't give me much useful information about the covariates. I have considered using each day the cameras are active as an "occasion" because for each 10-14 day interval, I detected most species on fewer than half of the days. This should give me some useful information about the covariates since my detection probabilities would be less than 1.
I am concerned about violating the closure assumption for each of my seasons. Can I assume closure for each entire season (Dec-Mar and May-Aug) and therefore use a 2 season model, or should I break up those seasons into smaller time periods?