AbstractA stage-structured predator–prey system with delays for prey and predator, respectively, is proposed and analyzed. Mathematical analysis of the model equations with regard to boundedness of solutions, permanence and stability are analyzed. Some sufficient conditions which guarantee the permanence of the system and the global asymptotic stability of the boundary and positive equilibrium, respectively, are obtained
AbstractA periodic and delayed ratio-dependent predator–prey system with Holling type III functional...
A periodic ratio-dependent predator–prey model with time delays and stage structure for both prey an...
A periodic ratio-dependent predator–prey model with time delays and stage structure for both prey an...
AbstractA stage-structured predator–prey system with delays for prey and predator, respectively, is ...
AbstractA predator–prey model with a stage structure for the predator which improves the assumption ...
In this work, a Lotka–Volterra type predator–prey system with time delay and stage structure for the...
AbstractIn this paper, we consider an autonomous predator–prey Lotka–Volterra system in which indivi...
An age-structured prey-predator model with delays is proposed and analyzed. Mathe-matical analyses o...
An age-structured prey-predator model with delays is proposed and analyzed. Mathe-matical analyses o...
AbstractConsider the permanence and global asymptotic stability of models governed by the following ...
A delayed predator-prey model with stage structure for the predator is proposed and investigated. Su...
A delayed predator-prey model with stage structure for the predator is proposed and investigated. Su...
A delayed predator-prey model with stage structure for the predator is proposed and investigated. Su...
In this paper we consider a predator-prey system with periodic coefficients and infinite delay, in w...
In this paper, we investigate the stability of equilibrium in the stage-structured and density-depen...
AbstractA periodic and delayed ratio-dependent predator–prey system with Holling type III functional...
A periodic ratio-dependent predator–prey model with time delays and stage structure for both prey an...
A periodic ratio-dependent predator–prey model with time delays and stage structure for both prey an...
AbstractA stage-structured predator–prey system with delays for prey and predator, respectively, is ...
AbstractA predator–prey model with a stage structure for the predator which improves the assumption ...
In this work, a Lotka–Volterra type predator–prey system with time delay and stage structure for the...
AbstractIn this paper, we consider an autonomous predator–prey Lotka–Volterra system in which indivi...
An age-structured prey-predator model with delays is proposed and analyzed. Mathe-matical analyses o...
An age-structured prey-predator model with delays is proposed and analyzed. Mathe-matical analyses o...
AbstractConsider the permanence and global asymptotic stability of models governed by the following ...
A delayed predator-prey model with stage structure for the predator is proposed and investigated. Su...
A delayed predator-prey model with stage structure for the predator is proposed and investigated. Su...
A delayed predator-prey model with stage structure for the predator is proposed and investigated. Su...
In this paper we consider a predator-prey system with periodic coefficients and infinite delay, in w...
In this paper, we investigate the stability of equilibrium in the stage-structured and density-depen...
AbstractA periodic and delayed ratio-dependent predator–prey system with Holling type III functional...
A periodic ratio-dependent predator–prey model with time delays and stage structure for both prey an...
A periodic ratio-dependent predator–prey model with time delays and stage structure for both prey an...