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Mathematical Sciences Letters
An International Journal


Volumes > Vol. 1 > No. 2


Multi-Team Prey-Predator Model with Delay

PP: 115-123
Shaban Aly and M. F. Elettreby,
The main goal in this paper is to continue the investigations of the important system (see [4]), by considering a delayed multi-team prey-predator model. In the absence of delay, we study the conditions of the existence and stability properties of the equilibrium points. For the full general model with delay, conditions are derived under which there can be no change in stability. Using the discrete time delay as a bifurcation parameter it is found that Hopf bifurcation occurs when the delay passes through a critical

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