We consider a two-species competition model in which the species have the same
population dynamics but different dispersal strategies. Both species disperse by a …

We consider a mathematical model of two competing species for the evolution of conditional
dispersal in a spatially varying, but temporally constant environment. Two species are …

We discuss the effects of dispersal (either random or biased) and spatial heterogeneity on
population dynamics via reaction–advection–diffusion models. We address the question of …

To understand the evolution of dispersal, we study a Lotka–Volterra reaction–diffusion–
advection model for two competing species in a heterogeneous environment. The two …

A general question in the study of the evolution of dispersal is what kind of dispersal
strategies can convey competitive advantages and thus will evolve. We consider a two …

To study evolution of conditional dispersal, a Lotka–Volterra reaction–diffusion–advection
model for two competing species in a heterogeneous environment is proposed and …

We study a two-species competition model in a closed advective environment, where
individuals are exposed to unidirectional flow (advection) but no individuals are lost through …

We consider a two-species competition model in a one-dimensional advective environment,
where individuals are exposed to unidirectional flow. The two species follow the same …

We study the interaction between different types of dispersal, intrinsic growth rates and
carrying capacities of two competing species in a heterogeneous environment: one of them …

In this paper, we consider the population models with resource-dependent dispersal for
single-species and two-species with competition. For the single-species model, it is well …