2012
DOI: 10.1371/journal.pone.0034317
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The Effects of Spatially Heterogeneous Prey Distributions on Detection Patterns in Foraging Seabirds

Abstract: Many attempts to relate animal foraging patterns to landscape heterogeneity are focused on the analysis of foragers movements. Resource detection patterns in space and time are not commonly studied, yet they are tightly coupled to landscape properties and add relevant information on foraging behavior. By exploring simple foraging models in unpredictable environments we show that the distribution of intervals between detected prey (detection statistics) is mostly determined by the spatial structure of the prey … Show more

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Cited by 42 publications
(43 citation statements)
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References 71 publications
(167 reference statements)
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“…The average scaling exponent (m) for individual predators was not different in the wild compared with in captivity (mean exponent: wild, m ¼ [7,26,36]), as has been proposed for foragers in other systems [35,37]. Therefore, it is possible that scaling in waiting times is a general behaviour pattern that improves the chances of foraging success [28] and has naturally evolved.…”
Section: Results (A) Scaling Patternsmentioning
confidence: 81%
“…The average scaling exponent (m) for individual predators was not different in the wild compared with in captivity (mean exponent: wild, m ¼ [7,26,36]), as has been proposed for foragers in other systems [35,37]. Therefore, it is possible that scaling in waiting times is a general behaviour pattern that improves the chances of foraging success [28] and has naturally evolved.…”
Section: Results (A) Scaling Patternsmentioning
confidence: 81%
“…Search is a feature of many biological systems and it is well understood that ballistic modes of predatory searching, as by some sea birds, produces a search that is significantly incomplete (Miramontes et al, 2012). The phenotype of Myo1g−/− T cells and the modeling of their “Search” versus “Evaluation” dynamics provide an enlarged framework for additional understanding of immune search and surveillance.…”
Section: Discussionmentioning
confidence: 99%
“…The Lévy prey field was constructed with the first patch being positioned using uniform random numbers for the x and y coordinates and subsequent patches then located relative to the first patch by calculating a vector (from a truncated Pareto distribution, with parameters x min = 25, µ = 2.0, x max = 5000) and a uniform turning angle; periodic boundary conditions were observed. The resulting pattern has been referred to as a Lévy 'dust' (Miramontes et al, 2012). Details of all prey field distributions are given in Table 1; the abundant 1, Lévy prey field is illustrated in Figure 1.…”
Section: Prey Fieldsmentioning
confidence: 99%