1977-Freedman, H. I. and Paul Waltman - Mathematical models of population interactions with dispersal. I Stability of two habitats with and without a predator

By Brian Winkel

SIMIODE, Chardon OH USA

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Abstract

FREEDMAN, H. I. AND PAUL WALTMAN, 1977. MATHEMATICAL MODELS OF POPULATION INTERACTIONS WITH
DISPERSAL. I: STABILITY OF TWO HABITATS WITH AND WITHOUT
A PREDATOR.  SIAM J. APPL. MATH. 32(3): 631-648,

See https://epubs.siam.org/doi/abs/10.1137/0132052?mobileUi=0&


Abstract: A system of differential equations is proposed as a model of dispersion between two populations in habitats separated by a barrier. Both strong and weak barriers are considered, and the effect of barrier strength on the limiting populations is analyzed. The case of a predator feeding indiscriminately on these populations is also considered and the effect of barrier strength on the limiting population analyzed.

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Researchers should cite this work as follows:

  • Brian Winkel (2020), "1977-Freedman, H. I. and Paul Waltman - Mathematical models of population interactions with dispersal. I Stability of two habitats with and without a predator," https://www.simiode.org/resources/7281.

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