具Allee效应的状态依赖脉冲单种群模型稳定周期解
구Allee효응적상태의뢰맥충단충군모형은정주기해
Stabilization Periodic Solution of a State-dependent Impulsive Single Population Model Subject to Allee Effect
  • 万方数据
    应用数学 응용수학
    MATHEMATICA APPLICATA
    2012年 2期 413-418 ,共6页

    焦建军%陈兰荪

    초건군%진란손

    Allee效应%状态依赖脉冲%单边扩散%斑块环境 Allee效應%狀態依賴脈遲%單邊擴散%斑塊環境
    Allee효응%상태의뢰맥충%단변확산%반괴배경
    Allee effect%State-dependent impulses%Unilateral diffusion%Patchy environment
    研究具Allee效应的状态依赖脉冲单边扩散单种群模型.利用数学分析的方法,得到系统周期解存在性与轨道渐近稳定性的充分条件.
    연구구Allee효응적상태의뢰맥충단변확산단충군모형.이용수학분석적방법,득도계통주기해존재성여궤도점근은정성적충분조건.
    In this work,we investigate the Allee effect of a single population model with state-dependent impulsively unilateral diffusion.With the approaches of mathematical analysis,we obtain the sufficient conditions of the existence and orbitally asymptotic stability of periodic solution of the investigated system.
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