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• W2949761366 abstract "We study a PDE model for dynamics of susceptible-infected interactions. The dispersal of susceptibles is via diffusion and repellent taxis as they move away from the increasing density of infected. The diffusion of infected is a nonlinear, possibly degenerating term in nondivergence form. We prove the existence of so-called weak-strong solutions in 1D for a positive susceptible initial population. For dimension $Ngeq 2$ and nonnegative susceptible initial density we show the existence of supersolutions. Numerical simulations are performed for different scenarios and illustrate the space-time behaviour of solutions." @default.
• W2949761366 created "2019-06-27" @default.
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• W2949761366 date "2019-02-06" @default.
• W2949761366 modified "2023-10-14" @default.
• W2949761366 title "On a model for epidemic spread with interpopulation contact and repellent taxis" @default.
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