AbstractIt is shown that the competitive exclusion and coexistence in two species periodic competitive parabolic systems are robust under a class of perturbations. This result is also applied to a reaction-diffusion model for the evolution of dispersal rates
summary:Two species of animals are competing in the same environment. Under what conditions do they ...
AbstractIn this paper we investigate the existence and the asymptotic behavior of periodic solutions...
With a reaction-diffusion system, we consider the dispersing two-species Lotka-Volterra model with a...
AbstractIt is shown that the competitive exclusion and coexistence in two species periodic competiti...
International audienceIn this paper we consider a system of parabolic reaction-diffusion equations w...
We study a periodic Kolmogorov system describing two species nonlinear competition. We discuss coexi...
We study a periodic Kolmogorov system describing two species nonlinear competition. We discuss coexi...
We study a periodic Kolmogorov system describing two species nonlinear competition. We discuss coexi...
AbstractThe coexistence and stability of the population densities of two competing species in a boun...
Reaction-diffusion systems are widely used to model the population densities of biological species c...
We consider a mathematical model for the spatio-temporal evolution of two biological species in a co...
AbstractIn this paper, we consider a time-delayed periodic system which describes the competition am...
A system of ordinary differential equations describing the dynamics of two size structured species c...
With a reaction-diffusion system, we consider the dispersing two-species Lotka-Volterra model with a...
We develop a stage-structured model that describes the dynamics of two competing species each of wh...
summary:Two species of animals are competing in the same environment. Under what conditions do they ...
AbstractIn this paper we investigate the existence and the asymptotic behavior of periodic solutions...
With a reaction-diffusion system, we consider the dispersing two-species Lotka-Volterra model with a...
AbstractIt is shown that the competitive exclusion and coexistence in two species periodic competiti...
International audienceIn this paper we consider a system of parabolic reaction-diffusion equations w...
We study a periodic Kolmogorov system describing two species nonlinear competition. We discuss coexi...
We study a periodic Kolmogorov system describing two species nonlinear competition. We discuss coexi...
We study a periodic Kolmogorov system describing two species nonlinear competition. We discuss coexi...
AbstractThe coexistence and stability of the population densities of two competing species in a boun...
Reaction-diffusion systems are widely used to model the population densities of biological species c...
We consider a mathematical model for the spatio-temporal evolution of two biological species in a co...
AbstractIn this paper, we consider a time-delayed periodic system which describes the competition am...
A system of ordinary differential equations describing the dynamics of two size structured species c...
With a reaction-diffusion system, we consider the dispersing two-species Lotka-Volterra model with a...
We develop a stage-structured model that describes the dynamics of two competing species each of wh...
summary:Two species of animals are competing in the same environment. Under what conditions do they ...
AbstractIn this paper we investigate the existence and the asymptotic behavior of periodic solutions...
With a reaction-diffusion system, we consider the dispersing two-species Lotka-Volterra model with a...
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