In this paper, we consider positive solutions of a predator-prey model with diffusion and under homogeneous Dirichlet boundary conditions. It turns out that a certain parameter m in this model plays a ...

In this paper we consider a diffusive stochastic predator–prey model with a nonlinear functional response and the randomness is assumed to be of Gaussian nature. A large deviation principle is ...

Predator Prey models are used to measure the interaction between species in an environment. This project investigates predator/prey equations and provides a pictorial interface in Scratch for ...

Researchers from the HSE Faculty of Economic Sciences have proposed a mathematical model that describes the course of the COVID-19 pandemic, taking into account the restrictions applied in different ...

Predator Prey models are used to measure the interaction between species in an environment. This project investigates predator/prey equations and provides a pictorial interface in Scratch for ...