Animal Density Estimation for Large Unmarked Populations Using a Spatially Explicit Model

Riki Herliansyah (), Ruth King (), Dede Aulia Rahman () and Stuart King ()
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Riki Herliansyah: Kalimantan Institute of Technology
Ruth King: University of Edinburgh
Dede Aulia Rahman: Bogor Agricultural University
Stuart King: University of Edinburgh

Journal of Agricultural, Biological and Environmental Statistics, 2025, vol. 30, issue 1, No 9, 193-210

Abstract: Abstract Obtaining abundance and density estimates is a particularly important aspect within wildlife conservation and management. To monitor wildlife populations, the use of motion-sensor camera traps is becoming increasing popular due to its non-invasive nature. However, animal identification is not always feasible in practice due to poor quality images and/or individuals not having uniquely identifiable physical characteristics. Spatially explicit models for unmarked individuals permit the estimation of animal density when individuals cannot be uniquely identified. Due to the structure of these models, a Bayesian super-population (data augmentation) approach is often used to fit the models to data, which involves specifying some reasonably large upper limit for the population. However, this approach presents substantial computational challenges for larger populations, as demonstrated by the motivating dataset relating to barking deer (Muntiacus muntjak) collected in Ujung Kulon National Park, Indonesia (with a population size in the low thousands). We develop a new and computationally efficient Bayesian algorithm for fitting the models to data that does not require specifying an upper population limit a priori. We apply the new algorithm to the large barking deer dataset, where the standard super-population approach is computationally expensive, and demonstrate a substantial improvement in computational efficiency.Supplementary material to this paper is provided online.

Keywords: Computational efficiency; Density estimation; Muntiacus muntjak; Reversible jump; Unmarked spatial capture (search for similar items in EconPapers)
Date: 2025
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DOI: 10.1007/s13253-023-00598-3

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