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Blow-up prevention by sublinear production in a n-dimensional attraction-repulsion chemotaxis system

Published 26 Jul 2019 in math.AP | (1907.11591v1)

Abstract: In this paper we study a zero-flux attraction-repulsion che-mo-taxis-system. We show that despite any mutual interplay between the repulsive and attractive coefficients from the corresponding chemo-sensitivities, even less any restriction on their own sizes, if the production rate of that chemical signal responsible of the cellular coalescence is sublinear, then any initial data emanate a unique global classical solution, which is as well bounded. Further, in a remark of the manuscript, we also address an open question given in \cite{Viglialoro2019RepulsionAttraction}.

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