Results 321 to 330 of about 262,426 (361)
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Impact of predator dormancy on prey-predator dynamics
Chaos: An Interdisciplinary Journal of Nonlinear Science, 2018The impact of predator dormancy on the population dynamics of phytoplankton-zooplankton in freshwater ecosystems is investigated using a simple model including dormancy, a strategy to avoid extinction. In addition to recently reported chaos-mediated mixed-mode oscillations, as the carrying capacity grows, we find surprisingly wide phases of nonchaos ...
Joana G. Freire +2 more
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Modelling the fear effect in predator–prey interactions
Journal of Mathematical Biology, 2016Xiaoying Wang, L. Zanette, X. Zou
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Epidemics in predator-prey models: disease in the predators
Mathematical Medicine and Biology, 2002The author has recently proposed and investigated models for the study of interacting species subject to an additional factor, a disease spreading among one of them, that somehow affects the other one. The inadequacy of such a model comes from the basic assumption on the interacting species.
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PREDATORS COME AND PREDATORS GO: THE REVERSIBILITY OF PREDATOR-INDUCED TRAITS
Ecology, 2003While numerous studies have been conducted on the ecology and evolution of phenotypic plasticity, to really understand plasticity we need to expose organisms to different environments over several ontogenetic stages. In this way, we can examine whether organisms change their phenotypic strategy over ontogeny, whether there are developmental windows ...
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Mathematica Applicanda, 1979
This article presents the basic conclusions contained in the English-language papers by the author [Math. Biosci. 33 (1977), no. 1–2, 135–144; MR0682243] and by the author and W. J. Buhler [ibid. 38 (1978), no. 3–4, 293–301; MR0479452] on the probability of extinction of the prey in a bivariate Markov chain model (Xk,Yk) for the number of prey Xk and ...
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This article presents the basic conclusions contained in the English-language papers by the author [Math. Biosci. 33 (1977), no. 1–2, 135–144; MR0682243] and by the author and W. J. Buhler [ibid. 38 (1978), no. 3–4, 293–301; MR0479452] on the probability of extinction of the prey in a bivariate Markov chain model (Xk,Yk) for the number of prey Xk and ...
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Predator-induced collapse of niche structure and species coexistence
Nature, 2019R. Pringle +17 more
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Dynamical analysis of a fractional-order predator-prey model incorporating a prey refuge
Journal of Applied Mathematics and Computation, 2016Hongli Li +4 more
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Ecological Meltdown in Predator-Free Forest Fragments
Science, 2001J. Terborgh +10 more
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Modeling the Fear Effect in Predator–Prey Interactions with Adaptive Avoidance of Predators
Bulletin of Mathematical Biology, 2017Xiaoying Wang, X. Zou
semanticscholar +1 more source