In this short review, we describe some recent developments on the spatial propagation for
diffusion problems in shifting environments, including single species models, competition …

This paper is mainly concerned with the forced waves and gap formations for a Lotka–
Volterra competition model with nonlocal dispersal and shifting habitats. We first show that …

We are concerned with the persistence of both predator and prey in a diffusive predator-prey
system with a climate change effect, which is modeled by a spatial-temporal heterogeneity …

This paper is concerned with the existence and non-existence of forced waves for a three
species predator-prey system in a shifting environment. The speed of these forced waves is …

This paper concerns a discrete diffusive predator–prey system involving two competing
predators and one prey in a shifting habitat induced by the climate change. By assuming that …

This paper is concerned with the propagation phenomena for a nonlocal dispersal Lotka–
Volterra competition model with shifting habitats. It is assumed that the growth rate of each …

In this paper, we study a Lotka–Volterra cooperative system with nonlocal dispersal under
worsening habitats. By constructing appropriate vector super-/subsolutions combined with …

We consider a three-species predator-prey system involving two competing predators and
one prey. The species diffuse with nonlocal dispersal kernels with possibly non-compact …

In this article, we analyse the non-local model:∂ t U (t, x)= J⋆ U (t, x)− U (t, x)+ f (x− ct, U (t,
x)) for t> 0, and x∈ R, where J is a positive continuous dispersal kernel and f (x, s) is a …

The present paper is devoted to the investigation of population dynamics under climate
change. The evolution of species is modelled by a reaction-diffusion equation in a spatio …