脉冲条件下具周期时滞的竞争模型的周期正解(英文)

Positive Periodic Solutions of a Competition Model Governed by Impulsive Differential Equations with Periodic Delays

使用Mawhin重合度理论的连续性定理和拓扑度理论,对脉冲条件下具周期时滞的竞争模型进行研究,得到了该模型周期正解存在的充分必要条件.

Using the continuation theorem of coincidence degree theory proposed by Mawhin and topoiogical degree, theory to study the periodic solutions of a competition model governed by impulsive differential equations with periodic delays and sufficient and necessary condition of existence of positive periodic solution for the system is obtained.