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具反馈控制的两种群竞争系统的持续生存性与周期解(英文) 被引量:16

Persistence and Periodic Solution in Two Species Competitive System with Feedback Controls
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摘要 讨论了一类具反馈控制的两种群竞争模型,获得了其存在唯一,全局渐近稳定周期解的充分条件. A two species competitive system with feedback controls is considered. Sufficient conditions are derived that guarantee the persistence of the system, the existence and global asymptotic stability of the positive periodic solution.
作者 刘志军
出处 《生物数学学报》 CSCD 2002年第2期251-255,共5页 Journal of Biomathematics
关键词 反馈控制 两种群竞争系统 持续生存性 周期解 Persistence Periodic solution Globally asymptotic stability Feedback control
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参考文献8

  • 1Ahmad S. Convergence and ultimatebounds of Volterra-Lotka competitive equation.[J] J Math Anal Appl, 1987, 127 377-387.
  • 2Abmad S. On the nonautonomous Lotka-Volterra competitive equations[J]. Pro AmerMath Soc, 1993,117(1):199-204.
  • 3Lansun Chen. Models and Research Methods of Mathematical Ecology[M].Beijing:Beijing Science Press.988, 56-57.
  • 4Chattopadhyay J. Effect of toxic substances on a two-species competitive system[J].Ecol Model. 1996,84:287-289.
  • 5Cui J, Chen L. Asymptotic behavior of the solution for a class of time-dependentcompetitive system[J].Ann Diff Eqs, 1993, 9(1):11-17.
  • 6Xiao Y, Tang S, Chen J. Permanence and periodic solution in competitive system withfeedback con-trols[J].Mathl Comput Modelling, 1998, 27(6):33-37.
  • 7Gopalsamy K, Weng P. Feedback regulation of logistic growth [J].Internat J MathMath Sci, 1993, 16(1):177192.
  • 8Barbalat I. System d'equations differentielles d'oscillations nonlinears[J]. RevRoumaine Math Pures Appl.1959, 4(2):267-270.

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