2016
DOI: 10.1101/056804
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Spatial Capture-Recapture with Partial Identity: An Application to Camera Traps

Abstract: Camera trapping surveys frequently capture individuals whose identity is only known from a single flank. The most widely used methods for incorporating these partial identity individuals into density analyses discard some of the partial identity capture histories, reducing precision, and while not previously recognized, introducing bias. Here, we present the spatial partial identity model (SPIM), which uses the spatial location where partial identity samples are captured to probabilistically resolve their comp… Show more

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Cited by 16 publications
(22 citation statements)
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“…When marked and unmarked individuals cannot be reconciled with certainty, density will be overestimatedā€”as observed hereā€”because the number of unmarked individuals is inflated by misidentification of marked animals. Extending partial identity models (Augustine et al., ) that address irreconcilability of two individual identities produced by the same individual (e.g. DNA and individual markings) to address correlation among spatially proximate marked and unmarked detections might reduce this bias, while preserving gains in precision from incorporating individual detections.…”
Section: Discussionmentioning
confidence: 99%
“…When marked and unmarked individuals cannot be reconciled with certainty, density will be overestimatedā€”as observed hereā€”because the number of unmarked individuals is inflated by misidentification of marked animals. Extending partial identity models (Augustine et al., ) that address irreconcilability of two individual identities produced by the same individual (e.g. DNA and individual markings) to address correlation among spatially proximate marked and unmarked detections might reduce this bias, while preserving gains in precision from incorporating individual detections.…”
Section: Discussionmentioning
confidence: 99%
“…u | n u , y obs ), but the latent encounter histories can be sampled from their posterior distribution using Markov chain Monte Carlo (MCMC) sampling (see Appendix ). This flexible approach for updating encounter histories can be easily expanded to include other covariates such as sex or age of marked, unknown or unmarked animals that can be used to further limit the pool of potential individuals and thus increase precision of parameter estimates (Augustine et al., ). Conditional on the partially observed encounter histories, y R can be modelled with Ļƒ and resighting encounter rates Ī»0R using standard SCR observation models.…”
Section: Methodsmentioning
confidence: 99%
“…Both Mexican gray wolves and red wolves are annually radiomonitored and attempts to estimate their population densities and abundances have either failed because of sparse detection data or resulted in imprecise and possibly biased estimates (Adams et al 2003, Piaggio et al 2016, Seamster et al 2016, Hinton et al 2017. Spatial partial identity models that probabilistically link spatial detections of partial individuality to improve precision of spatial capture-recapture density estimates (Augustine et al 2018a) have been recently extended to incorporate partial genotypes from noninvasive genetic detection data (Augustine et al 2018b). Spatial partial identity models that probabilistically link spatial detections of partial individuality to improve precision of spatial capture-recapture density estimates (Augustine et al 2018a) have been recently extended to incorporate partial genotypes from noninvasive genetic detection data (Augustine et al 2018b).…”
Section: Notesmentioning
confidence: 99%