I am running SECR models to estimate the number of chimpanzees in a population from opportunistically collected fecal samples (polygon search) in Uganda in an area of about 50km2.
My point is actually to compare the estimates with the real number of individuals, so I am investigating only 1 community of chimpanzees whose size I know, and the sampling area is only a little bit bigger than their territory.
I ran different SECR models, and multiplied the density by the search area to obtain population size. First I pooled both sexes together, and then ordered sex into Sessions (S). Here is a summary of the results:
Model pop.estimate lowCI highCI
D-1,g0-1 86.78 64.51 116.74
D-1,g0-h2 189.76 136.08 264.61
D-S,g0-1 86.80 60.09 125.38
D-S,g0-h2 189.76 127.53 282.37
D-S,g0-S 92.63 60.63 141.67
D~S, g0~1, sigma~S 82.16 56.21 120.08
D~S, g0~S, sigma~S 93.96 60.09 147.05
The true population size is 189, and I am surprised at the strong underestimation of the estimate from the null model, which is the one most supported by AIC (67%). Even if we only consider the population of adolescent and adult individuals, which represent 90% of the samples, the population size would be 128, and still not included in the confidence interval.
The model with g0~h2 does provide a good estimate, but its confidence interval is so large that it does not seem very informative to me.
I am trying to account for these results that do not really speak for SECR in my case of polygon search. Can the estimates be affected by the choice of my searching area, given that it was based on the community's territory?
I had considered that my capture data was reasonable (137 samples, 81 individuals, about half of them captured twice or more, 10 of them capture 3 times or more), was I right to assume so?
I was actually a bit disappointed by the results, and was wondering whether there was any obvious reason that I might have missed.
Thanks
Celine