AbstractThe model of three competitive populations with Gompertz growth is studied. The periodic solutions are ruled out by generalized Dulac criteria. On the basis of the analysis, we obtain conditions that ensure the asymptotic behavior of the model is simple
Abstract In this paper, we establish a unilateral diffusion Gompertz model of a single population in...
AbstractIn this paper, an n-species strongly coupled cooperating diffusive system is considered in a...
In this article we study the long term behavior of the competitive system {[Formula presented]=∇⋅[α(...
AbstractThe model of three competitive populations with Gompertz growth is studied. The periodic sol...
We develop practical tests for the global asymptotic stability of interior fixed points for discrete-...
The global dynamics of discrete competitive model of Lotka-Volterra type with two species is conside...
Within the context of the dynamics of populations described by first order difference equations deta...
AbstractIn this paper, we decompose the dynamic behavior of the competitive Lotka–Volterra (LV) mode...
a b s t r a c t A periodic steady state is a familiar phenomenon in many areas of theoretical biolog...
AbstractIn this paper, we propose a discrete Gilpin–Ayala competition model and a discrete Gilpin–Ay...
Abstract. A threshold result on the global dynamics of the scalar asymptotically periodic Kol-mogoro...
In this paper, we investigate local and global asymptotic stability of a positive equilibrium point ...
The interest and the relevance of the study of population dynamics and extinction phenomenon are the...
AbstractA model of Diekmann et al. [14] for two size-structured populations competing for a single r...
AbstractWe consider a system of three autonomous ordinary differential equations modeling two compet...
Abstract In this paper, we establish a unilateral diffusion Gompertz model of a single population in...
AbstractIn this paper, an n-species strongly coupled cooperating diffusive system is considered in a...
In this article we study the long term behavior of the competitive system {[Formula presented]=∇⋅[α(...
AbstractThe model of three competitive populations with Gompertz growth is studied. The periodic sol...
We develop practical tests for the global asymptotic stability of interior fixed points for discrete-...
The global dynamics of discrete competitive model of Lotka-Volterra type with two species is conside...
Within the context of the dynamics of populations described by first order difference equations deta...
AbstractIn this paper, we decompose the dynamic behavior of the competitive Lotka–Volterra (LV) mode...
a b s t r a c t A periodic steady state is a familiar phenomenon in many areas of theoretical biolog...
AbstractIn this paper, we propose a discrete Gilpin–Ayala competition model and a discrete Gilpin–Ay...
Abstract. A threshold result on the global dynamics of the scalar asymptotically periodic Kol-mogoro...
In this paper, we investigate local and global asymptotic stability of a positive equilibrium point ...
The interest and the relevance of the study of population dynamics and extinction phenomenon are the...
AbstractA model of Diekmann et al. [14] for two size-structured populations competing for a single r...
AbstractWe consider a system of three autonomous ordinary differential equations modeling two compet...
Abstract In this paper, we establish a unilateral diffusion Gompertz model of a single population in...
AbstractIn this paper, an n-species strongly coupled cooperating diffusive system is considered in a...
In this article we study the long term behavior of the competitive system {[Formula presented]=∇⋅[α(...
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