1999
DOI: 10.1111/j.1939-7445.1999.tb00002.x
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Sources, Sinks and Selectivity

Abstract: ABSTRACT. A model, which consists of a system of several nonlinear ordinary differential equations, is developed to describe a metapopulation. Results regarding the location and stability of fixed population vectors are obtained, including conditions for the existence of multiple stable equilibria. The convergence of all solutions is established.

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(1 citation statement)
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“…Most assumed all patches were equally accessible. These include the source sink models of Pulliam [1988] and Carroll and Lamberson [1999]. However, source‐sink systems are composed of patches of varying habitat quality where some are able to independently maintain the resident population and some are dependent on emigration.…”
Section: Metapopulationsmentioning
confidence: 99%
“…Most assumed all patches were equally accessible. These include the source sink models of Pulliam [1988] and Carroll and Lamberson [1999]. However, source‐sink systems are composed of patches of varying habitat quality where some are able to independently maintain the resident population and some are dependent on emigration.…”
Section: Metapopulationsmentioning
confidence: 99%