The “edge effect” phenomenon: deriving population abundance patterns from individual animal movement decisions

被引:0
|
作者
Jonathan R. Potts
Thomas Hillen
Mark A. Lewis
机构
[1] University of Sheffield,School of Mathematics and Statistics
[2] University of Alberta,Centre for Mathematical Biology, Department of Mathematical and Statistical Sciences, 632 CAB
[3] University of Alberta,Department of Biological Sciences
来源
Theoretical Ecology | 2016年 / 9卷
关键词
Advection-diffusion; Animal movement; Edge effect; Landscape complexity; Mathematical ecology; Partial differential equations; Step selection; Transport equations;
D O I
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中图分类号
学科分类号
摘要
Edge effects have been observed in a vast spectrum of animal populations. They occur where two conjoining habitats interact to create ecological phenomena that are not present in either habitat separately. On the individual-level, an edge effect is a change in behavioral tendency on or near the edge. On the population-level, it is a pattern of population abundance near an edge that cannot be explained in terms of either habitat in isolation. That these two levels of description exist suggests there ought to be a mathematical link between them. Here, we make inroads into providing such a link, deriving analytic expressions describing oft-observed population abundance patterns from a model of movement decisions near edges. Depending on the model parameters, we can see positive, negative, or transitional edge effects emerge. Importantly, the distance over which animals make their decisions to move between habitats turns out to be a key factor in quantifying the magnitude of certain observed edge effects.
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页码:233 / 247
页数:14
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