In this paper we consider a predator-prey system with periodic coefficients and infinite delay, in which the prey has a history that takes them through two stages, immature and mature. We provide a sufficient and necessary condition to guarantee the permanence of the system. The system has a positive periodic solution under this condition. Some known results are extended to the delay case
AbstractA stage-structured predator–prey system with delays for prey and predator, respectively, is ...
A discrete predator-prey system with time delay and feedback controls is studied. Sufficient condit...
AbstractIn the present paper we study a nonautonomous predator–prey model with stage structure and d...
Abstract. In this paper we consider a predator-prey system with periodic coefficients and infinite d...
AbstractThis paper studies the general nonautonomous predator–prey Lotka–Volterra systems with infin...
In this paper, the permanence, extinction and periodic solution of a delayed periodic predator-prey ...
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...
A periodic ratio-dependent predator–prey model with time delays and stage structure for both prey an...
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...
AbstractIn this paper, we study two species time-delayed predator–prey Lotka–Volterra type dispersal...
AbstractA periodic and delayed ratio-dependent predator–prey system with Holling type III functional...
A predator-prey system was studied that has a discrete delay, stage-structure, and Beddington-DeAnge...
<p><span style="color: #000000;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><...
AbstractA stage-structured predator–prey system with delays for prey and predator, respectively, is ...
A discrete predator-prey system with time delay and feedback controls is studied. Sufficient condit...
AbstractIn the present paper we study a nonautonomous predator–prey model with stage structure and d...
Abstract. In this paper we consider a predator-prey system with periodic coefficients and infinite d...
AbstractThis paper studies the general nonautonomous predator–prey Lotka–Volterra systems with infin...
In this paper, the permanence, extinction and periodic solution of a delayed periodic predator-prey ...
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...
A periodic ratio-dependent predator–prey model with time delays and stage structure for both prey an...
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...
AbstractIn this paper, we study two species time-delayed predator–prey Lotka–Volterra type dispersal...
AbstractA periodic and delayed ratio-dependent predator–prey system with Holling type III functional...
A predator-prey system was studied that has a discrete delay, stage-structure, and Beddington-DeAnge...
<p><span style="color: #000000;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><...
AbstractA stage-structured predator–prey system with delays for prey and predator, respectively, is ...
A discrete predator-prey system with time delay and feedback controls is studied. Sufficient condit...
AbstractIn the present paper we study a nonautonomous predator–prey model with stage structure and d...