一类具扰动种群模型的渐近性（英）
일류구우동충군모형적점근성（영）
On the Asymptotic Behavior of a Disturbed Population Models
  • 万方数据
    生物数学学报 생물수학학보
    JOURNAL OF BIOMATHEMATICS
    2001年 4期 385-391 ,共7页

    王卫东%唐三一

    왕위동%당삼일

    渐近性%周期解%Kolmogorov型系统%全局吸引 漸近性%週期解%Kolmogorov型繫統%全跼吸引
    점근성%주기해%Kolmogorov형계통%전국흡인
    Asymptotic behavior%Periodic solution%Kolmogorov-type system%Global attractivity
    研究了一类具有扰动的非自治Kolmogorov模型的渐近性.得到了扰动系统的解渐近稳定的若干充分条件.
    연구료일류구유우동적비자치Kolmogorov모형적점근성.득도료우동계통적해점근은정적약간충분조건.
    This paper studies the asymptotic behavior of a disturbed nonautonomous Kolmogorov population system. We establish conditions under which solutions of the disturbed system still have the previous asymptotic behavior.
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