Iu V Tiutiunov1, N Iu Sapukhina, I N Senina
1Department of Mathematical Methods in Economics and Ecology, Institute of Mechanics & Applied Mathematics, Rostov State University, Stachki ul. 200/1, Rostov-na-Dony 344090, Russia. ytyutyun@math.rsu.ru
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This study models predator-prey dynamics using a reaction-diffusion-adjection system. Increased predator searching activity can stabilize populations and create spatial patterns, even with simple models.
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