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Titlebook: Dynamical Systems in Population Biology; Xiao-Qiang Zhao Book 2017Latest edition Springer International Publishing AG 2017 Global Attracto

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,A Nonlocal and Delayed Predator–Prey Model,h delays if one carefully models the delay as condensation of the underlying retarding process and takes into account that individuals move during this process (see [.]). In the predator equation, the delay is often caused by the conversion of consumed prey biomass into predator biomass, whether in the form of body size growth or of reproduction.
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A Nonlocal Spatial Model for Lyme Disease, to detect, humans may carry Lyme disease through the bites of infectious nymphs. For more biological discussions about the infection of Lyme disease, we refer to [29, 261, 240, 208, 382, 201] and the references therein.
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Nonautonomous Semiflows,o periodic problems, we then discuss periodic cooperative ordinary differential systems and scalar parabolic equations. In particular, we establish threshold dynamics in terms of principal multipliers and eigenvalues, and show how to obtain corresponding results for autonomous cases of these systems. Two practical examples are also provided.
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,Competitor–Competitor–Mutualist Systems,In order to model mutualism phenomena in population biology, Rai et al.
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Traveling Waves in Bistable Nonlinearities,We consider the asymptotic behavior, as . → ., of the solutions of the problem . where .(., ⋅ ) is .-periodic for some . > 0, i.e., ., and . is an arbitrary bounded function having certain asymptotic behavior as . → ±..
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