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|Title:||Patchy Invasion of Stage-Structured Alien Species with Short-Distance and Long-Distance Dispersal.|
|Authors:||Rodrigues, L. A.|
Mistro, D. C.
Cara, E. R.
|Publisher:||Springer Verlag for Society for Mathematical Biology|
|Citation:||Bulletin of Mathematical Biology, 2015|
|Abstract:||Understanding of spatiotemporal patterns arising in invasive species spread is necessary for successful management and control of harmful species, and mathematical modeling is widely recognized as a powerful research tool to achieve this goal. The conventional view of the typical invasion pattern as a continuous population traveling front has been recently challenged by both empirical and theoretical results revealing more complicated, alternative scenarios. In particular, the so-called patchy invasion has been a focus of considerable interest; however, its theoretical study was restricted to the case where the invasive species spreads by predominantly short-distance dispersal. Meanwhile, there is considerable evidence that the long-distance dispersal is not an exotic phenomenon but a strategy that is used by many species. In this paper, we consider how the patchy invasion can be modified by the effect of the long-distance dispersal and the effect of the fat tails of the dispersal kernels.|
|Embargo on file until:||5-Oct-2016|
|Rights:||Copyright © Society for Mathematical Biology 2015. This is the author's accepted version. The final publication is available at Springer via http://dx.doi.org/10.1007/s11538-015-0097-1.|
|Description:||The file associated with this record is under a 12-month embargo from publication in accordance with the publisher's self-archiving policy, available at http://www.springer.com/gp/open-access/authors-rights/self-archiving-policy/2124. The full text may be available in the publisher links provided above.|
|Appears in Collections:||Published Articles, Dept. of Mathematics|
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|IDEinvas10.pdf||Post-review (final submitted)||17.39 MB||Adobe PDF||View/Open|
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