Dynamical Systems And Population Persistence

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Global Dynamics of an SEIR Model with Two Age Structures and a Nonlinear Incidence (2020, methodology): “33 of Smith and Thieme [27] to establish it.”
Spreading speeds for multidimensional reaction–diffusion systems of the prey–predator type (2019, neutral): “2 derived by Magal and Zhao [24] and to the monograph of Smith and Thieme [28].”
Spatial propagation for a two component reaction–diffusion system arising in population dynamics (2016, background): “2 derived by Magal and Zhao [22] (see also [28], the monograph [26] and the references cited therein).”
Lotka–Volterra with randomly fluctuating environments or “how switching between beneficial environments can make survival harder” (2014, background): “The proofs rely on recent results on stochastic persistence given in [4] built upon previous results obtained for deterministic systems in [16, 21, 22, 29] (see also [32] for a comprehensive introduction to the deterministic theory), stochastic differential equations with a small diffusion term in [”