2022
DOI: 10.1186/s40462-022-00300-1
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Individual heterogeneity influences the effects of translocation on urban dispersal of an invasive reptile

Abstract: Background Invasive reptiles pose a serious threat to global biodiversity, but early detection of individuals in an incipient population is often hindered by their cryptic nature, sporadic movements, and variation among individuals. Little is known about the mechanisms that affect the movement of these species, which limits our understanding of their dispersal. Our aim was to determine whether translocation or small-scale landscape features affect movement patterns of brown treesnakes (Boiga ir… Show more

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Cited by 4 publications
(5 citation statements)
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“…The overall spatial parameters studied for L. californiae on Gran Canaria showed a wide variation. This disparity may be explained mainly by the effect of individual heterogeneity on spatial behavior, already demonstrated for other invasive snake species 82 . This spatial heterogeneity can be due to individual body condition affecting movement ecology 83 , individual personality influencing exploratory and defensive behaviors 84 or boldness and sociability 85 , as well as dispersive movements (such as may have happened with our individual 010).…”
Section: Discussionmentioning
confidence: 87%
“…The overall spatial parameters studied for L. californiae on Gran Canaria showed a wide variation. This disparity may be explained mainly by the effect of individual heterogeneity on spatial behavior, already demonstrated for other invasive snake species 82 . This spatial heterogeneity can be due to individual body condition affecting movement ecology 83 , individual personality influencing exploratory and defensive behaviors 84 or boldness and sociability 85 , as well as dispersive movements (such as may have happened with our individual 010).…”
Section: Discussionmentioning
confidence: 87%
“…The individual level (first stage) of our model is computationally intensive on its own, so the ability to implement it separately (and in parallel) for each individual is crucial to being able to scale the model to estimate population‐level reproductive success. Although only recently introduced to applied ecological statistics (Hooten et al, 2016; McCaslin et al, 2021), recursive Bayes is starting to gain traction in applied studies (Cameron et al, 2021; Eisaguirre et al, 2022; Feuka et al, 2022). Our approach provides another example of its utility in estimating complex, multi‐level ecological models for making both individual‐ and population‐level inference.…”
Section: Discussionmentioning
confidence: 99%
“…The individual level (first stage) of our model is computationally intensive on its own, so the ability to implement it separately (and in parallel) for each individual is crucial to being able to scale the model to estimate population-level reproductive success. Although only recently introduced to applied ecological statistics (Hooten et al, 2016;McCaslin et al, 2021), recursive Bayes is starting to gain traction in applied studies (Cameron et al, 2021;Eisaguirre et al, 2022;Feuka et al, 2022). Our approach provides another example of its utility in estimating complex, multi-level ecological models for making both F I G U R E 6 Posterior realizations of breeding status z i,t from the Ornstein-Uhlenbeck nest survival model fit to golden eagle data from southcentral Alaska for (top to bottom) a likely midseason failure with an observation of z i,t = 1 in May, a likely late season failure with an observation of z i,t = 1 in June and a likely successful nesting attempt with an observation of z i,t = 1 in May.…”
Section: Discussionmentioning
confidence: 99%
“…that was generalized by Hooten et al (2021), where it was referred to as “prior‐proposal recursive Bayesian” (PPRB) computation. Recursive approaches to fitting certain classes of Bayesian ecological models have been demonstrated (e.g., Feuka et al, 2022; Gerber et al, 2018; Hooten et al, 2016; Leach et al, 2022; McCaslin et al, 2021), but have been less commonly used in Bayesian population modeling using CR data.…”
Section: Multistage Computing For Crmentioning
confidence: 99%