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Competition of SARS-CoV-2 Variants in Cell Culture and Tissue: Wins the Fastest Viral Autowave in cell cultures and tissues under the diffusion limitation. The model is based on the reaction–diffusion

Analysis of the Boundary Value and Control Problems for Nonlinear Reaction–Diffusion–Convection Equation for the reaction–diffusion–convection equation are proved in the case when the reaction coefficient nonlinearly

Growth of Oxygen Minimum Zones May Indicate Approach of Global AnoxiaThe dynamics of large-scale components of the Earth climate system (tipping elements), particularly

Viral Infection Spreading and Mutation in Cell Culture mutation. This model represents a reaction-diffusion system of equations with time delay

The influence of immune cells on the existence of virus quasi-speciesThis article investigate a nonlocal reaction-diffusion system of equations modeling virus

AN EPIDEMIC MODEL WITH STRAIN MUTATION, CROSS-IMMUNITY AND ANIMAL-HUMAN INTERACTION of nonlocal reaction-diffusion equations and ordinary differential equations, to investigate the emergence

Well-posedness of parabolic equations containing hysteresis with diffusive thresholds non-ideal relay). Assuming that hysteresis thresholds fluctuate, we consider the arising reaction-diffusion

Существование решения задачи со свободной границей для систем "реакция-диффузия"In this paper, we prove the existence of solution of a novel free boundary problem for reaction-diffusion

Interaction of human migration and wealth distribution reaction–diffusion systems of equations. We show persistence of such solutions for sufficiently small cross

A Combination of a Special Hermite Finite Element with Collocation for a Reaction-Diffusion Type Equation coupled with collocation for the reaction-diffusion equation with a variable coefficient. This enables

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