Global Stability for a Asymptotically Periodic Cooperative Lotka-Volterra System with Time Delays 被引量：1

Global Stability for a Asymptotically Periodic Cooperative Lotka-Volterra System with Time Delays

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摘要 In this paper a class of cooperative Lotka-Volterra population system with time delay is considered. Some sufficient conditions on the existence and globally asymptotically stability for the asymptotically periodic solution of the system are established by using the Lyapunov function method and the method given in Fengying Wei and Wang Ke (Applied Mathematics and Computation 182 (2006) 161-165). In this paper a class of cooperative Lotka-Volterra population system with time delay is considered. Some sufficient conditions on the existence and globally asymptotically stability for the asymptotically periodic solution of the system are established by using the Lyapunov function method and the method given in Fengying Wei and Wang Ke (Applied Mathematics and Computation 182 (2006) 161-165).

作者 Talat Tayir Rouzimaimaiti Mahemuti

机构地区 College of Mathematics and System Sciences

出处《Open Journal of Applied Sciences》 2017年第5期207-212,共6页 应用科学（英文）

关键词 LOTKA-VOLTERRA COOPERATIVE System ASYMPTOTICALLY PERIODIC Function Global Asymptotic Stability Time Delay Lotka-Volterra Cooperative System Asymptotically Periodic Function Global Asymptotic Stability Time Delay

分类号 O1 [理学—基础数学]