Add to ORKGAbstract. For discrete competitive dynamical systems, amenable general conditions are presented to guarantee the existence of the carrying simplex and then these results are applied to age-structured semelparous population models, as well as to an annual plant competition model.
The dynamics of competing populations are investigated using discrete non-linear models with age str...
AbstractFor strongly competitive discrete-time dynamical systems on a strongly ordered topological v...
We develop practical tests for the global stability of interior fixed points for discrete-time compe...
AbstractFor the discrete-time dissipative competitive dynamical system on R+n, it is proved that, ge...
AbstractIn this paper, we consider a time-delayed periodic system which describes the competition am...
Abstract. We analyze a two species discrete predator-prey model in which the prey disperses be-tween...
We analyze a two species discrete predator-prey model in which the prey disperses between two patche...
We consider a discrete time model of semelparous biennial population dynamics. Interactions between ...
We develop a stage-structured model that describes the dynamics of two competing species each of wh...
This thesis is concerned with the classical system of differential equations for the competition bet...
A system of ordinary differential equations describing the dynamics of two size structured species c...
In this work, a discrete version of the Lotka-Volterra equations (4) was used to model competition b...
A discrete time non-autonomous two-species competitive system with delays is proposed, which involve...
Matrix difference equations have been used to model the discrete time dynamics of a variety of popul...
AbstractThe paper is concerned with the question of smoothness of the carrying simplex S for a discr...
The dynamics of competing populations are investigated using discrete non-linear models with age str...
AbstractFor strongly competitive discrete-time dynamical systems on a strongly ordered topological v...
We develop practical tests for the global stability of interior fixed points for discrete-time compe...
AbstractFor the discrete-time dissipative competitive dynamical system on R+n, it is proved that, ge...
AbstractIn this paper, we consider a time-delayed periodic system which describes the competition am...
Abstract. We analyze a two species discrete predator-prey model in which the prey disperses be-tween...
We analyze a two species discrete predator-prey model in which the prey disperses between two patche...
We consider a discrete time model of semelparous biennial population dynamics. Interactions between ...
We develop a stage-structured model that describes the dynamics of two competing species each of wh...
This thesis is concerned with the classical system of differential equations for the competition bet...
A system of ordinary differential equations describing the dynamics of two size structured species c...
In this work, a discrete version of the Lotka-Volterra equations (4) was used to model competition b...
A discrete time non-autonomous two-species competitive system with delays is proposed, which involve...
Matrix difference equations have been used to model the discrete time dynamics of a variety of popul...
AbstractThe paper is concerned with the question of smoothness of the carrying simplex S for a discr...
The dynamics of competing populations are investigated using discrete non-linear models with age str...
AbstractFor strongly competitive discrete-time dynamical systems on a strongly ordered topological v...
We develop practical tests for the global stability of interior fixed points for discrete-time compe...