4.6 Article

Permissible Home Range Estimation (PHRE) in Restricted Habitats: A New Algorithm and an Evaluation for Sea Otters

期刊

PLOS ONE
卷 11, 期 3, 页码 -

出版社

PUBLIC LIBRARY SCIENCE
DOI: 10.1371/journal.pone.0150547

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资金

  1. United States Geological Survey
  2. American Association for the Advancement of Science Pacific Division Alan E. Leviton Student Research Award
  3. Rebecca and Steve Sooy Graduate Fellowship in Marine Mammals
  4. Sigma Xi Grants-in-Aid of Research [G20111015158929]
  5. Friends of Long Marine Laboratory Student Research Award
  6. National Geographic Society Young Explorers Grant [9120-12]
  7. Dr. Earl H. and Ethyl M. Myers Oceanographic and Marine Biology Trust
  8. NSF EEID grant Roles of marine host cycle and particle aggregation in transmission of zoonotic pathogens in coastal ecosystems [OCE1065990]
  9. GK-12 Santa Cruz-Watsonville Inquiry-Based Learning in Environmental Sciences [NSF DGE-0947923]
  10. Direct For Education and Human Resources [0947923] Funding Source: National Science Foundation
  11. Division Of Graduate Education [0947923] Funding Source: National Science Foundation

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Parametric and nonparametric kernel methods dominate studies of animal home ranges and space use. Most existing methods are unable to incorporate information about the underlying physical environment, leading to poor performance in excluding areas that are not used. Using radio-telemetry data from sea otters, we developed and evaluated a new algorithm for estimating home ranges (hereafter Permissible Home Range Estimation, or PHRE) that reflects habitat suitability. We began by transforming sighting locations into relevant landscape features (for sea otters, coastal position and distance from shore). Then, we generated a bivariate kernel probability density function in landscape space and back-transformed this to geographic space in order to define a permissible home range. Compared to two commonly used home range estimation methods, kernel densities and local convex hulls, PHRE better excluded unused areas and required a smaller sample size. Our PHRE method is applicable to species whose ranges are restricted by complex physical boundaries or environmental gradients and will improve understanding of habitat-use requirements and, ultimately, aid in conservation efforts.

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