In this short survey, we describe some recent developments on the modeling of propagation
by reaction-differential equations with free boundaries, which involve local as well as …

We study a class of free boundary systems with nonlocal diffusion, which are natural
extensions of the corresponding free boundary problems of reaction diffusion systems. As …

This paper is concerned with some spreading properties of monostable Lotka–Volterra two‐
species competition‐diffusion systems when the initial values are null or exponentially …

The purpose of this paper is to determine the precise asymptotic spreading speed of the
virus for a West Nile virus model with free boundary, introduced recently in Lin and Zhu (J …

This paper deals with the spreading speed of the disease described by a partially
degenerate and cooperative epidemic model with free boundaries. We show that the …

In this paper, we determine the long-time dynamical behaviour of a reaction-diffusion system
with free boundaries, which models the spreading of an epidemic whose moving front is …

This paper is concerned with a Lotka-Volterra competition model with nonlocal diffusion and
free boundaries, which describes the evolution of an invasive species with free boundaries …

We establish spreading properties of the Lotka-Volterra competition-diffusion system. When
the initial data vanish on a right half-line, we derive the exact spreading speeds and prove …

We investigate the spreading properties of a three-species competition-diffusion system,
which is not order-preserving. We apply the Hamilton-Jacobi approach, due to Freidlin …

Abstract Recently, the authors of [22] studied a diffusive prey–predator model with two
different free boundaries. They first obtained the existence, uniqueness, regularity, uniform …