We investigate, from a more ecological point of view, a free boundary model considered in
[11] and [8] that describes the spreading of a new or invasive species, with the free boundary …

In this paper we investigate some free boundary problems for the Lotka–Volterra type prey–
predator model in one space dimension. The main objective is to understand the asymptotic …

Abstract We study a Lotka–Volterra type weak competition model with a free boundary in a
one-dimensional habitat. The main objective is to understand the asymptotic behavior of two …

In this paper we investigate a free boundary problem for the classical Lotka–Volterra type
predator–prey model with double free boundaries in one space dimension. This system …

In this paper we investigate two free boundary problems for a Lotka–Volterra type
competition model in one space dimension. The main objective is to understand the …

We consider Fisher-KPP equation with advection: ut= uxx− β u x+ f (u) for x∈(g (t), h (t)),
where g (t) and h (t) are two free boundaries satisfying Stefan conditions. This equation is …

This paper is concerned with a free boundary problem for a prey–predator model in higher
space dimensions and heterogeneous environment. Such a model may be used to describe …

In this paper, we focus on the dynamics for a Lotka–Volterra type weak competition system
with two free boundaries, where free boundaries which may intersect each other as time …

We consider a competition-diffusion system with inhomogeneous Dirichlet boundary
conditions for two competitive species and show that they spatially segregate as the …

This paper deals with the diffusive Lotka–Volterra type prey–predator model with a free
boundary over a one dimensional habitat. This problem may be used to describe the …