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Density-dependent home-range size revealed by spatially explicit capture-recapture
by
Qureshi, Q.
, Efford, M. G.
, Jhala, Y. V.
, Dawson, D. K.
in
Animal behavior
/ detectors
/ home range
/ India
/ Maryland
/ monitoring
/ New Zealand
/ Panthera tigris
/ photography
/ Population density
/ possums
/ Seiurus aurocapilla
/ Small mammals
/ Trichosurus vulpecula
2016
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Density-dependent home-range size revealed by spatially explicit capture-recapture
by
Qureshi, Q.
, Efford, M. G.
, Jhala, Y. V.
, Dawson, D. K.
in
Animal behavior
/ detectors
/ home range
/ India
/ Maryland
/ monitoring
/ New Zealand
/ Panthera tigris
/ photography
/ Population density
/ possums
/ Seiurus aurocapilla
/ Small mammals
/ Trichosurus vulpecula
2016
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
Do you wish to request the book?
Density-dependent home-range size revealed by spatially explicit capture-recapture
by
Qureshi, Q.
, Efford, M. G.
, Jhala, Y. V.
, Dawson, D. K.
in
Animal behavior
/ detectors
/ home range
/ India
/ Maryland
/ monitoring
/ New Zealand
/ Panthera tigris
/ photography
/ Population density
/ possums
/ Seiurus aurocapilla
/ Small mammals
/ Trichosurus vulpecula
2016
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Density-dependent home-range size revealed by spatially explicit capture-recapture
Journal Article
Density-dependent home-range size revealed by spatially explicit capture-recapture
2016
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Overview
The size of animal home ranges often varies inversely with population density among populations of a species. This fact has implications for population monitoring using spatially explicit capture–recapture (SECR) models, in which both the scale of home-range movements σ and population density D usually appear as parameters, and both may vary among populations. It will often be appropriate to model a structural relationship between population-specific values of these parameters, rather than to assume independence. We suggest re-parameterizing the SECR model using kp
= σ
p
√Dp
, where kp
relates to the degree of overlap between home ranges and the subscript p distinguishes populations. We observe that kp
is often nearly constant for populations spanning a range of densities. This justifies fitting a model in which the separate kp
are replaced by the single parameter k and σ
p
is a density-dependent derived parameter. Continuous density-dependent spatial variation in σ may also be modelled, using a scaled non-Euclidean distance between detectors and the locations of animals. We illustrate these methods with data from automatic photography of tigers Panthera tigris across India, in which the variation is among populations, from mist-netting of ovenbirds Seiurus aurocapilla in Maryland, USA, in which the variation is within a single population over time, and from live-trapping of brushtail possums Trichosurus vulpecula in New Zealand, modelling spatial variation within one population.
Possible applications and limitations of the methods are discussed. A model in which kp
is constant, while density varies, provides a parsimonious null model for SECR. The parameter k of the null model is a concise summary of the empirical relationship between home-range size and density that is useful in comparative studies. We expect deviations from this model, particularly the dependence of kp
on covariates, to be biologically interesting.
Publisher
Blackwell Publishing Ltd,Nordic Society Oikos,John Wiley & Sons, Inc
Subject
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