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食饵有HollingⅡ功能补充的捕食链竞争扩散系统的周期解和概周期解

Periodic and Almost Periodic Solutions to a Class of Predator-Prey and Competitive Systems with Diffusion and Prey Supplement
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摘要 对具有食饵补充的HollingⅡ类功能性反应的捕食链竞争扩散系统,应用微分不等式和Lyapunov函数,讨论了其周期解和概周期解的存在唯一和全局渐近稳定性。 This paper discusses predator-prey systems with Holling's type Ⅱ response model in prey supplement,covering the existence and global asymptotic stability of positive periodic solution and positive almost periodic solution with the help of differential inequality and Lyapunov function.
作者 秦发金
出处 《柳州师专学报》 2004年第1期109-114,共6页 Journal of Liuzhou Teachers College
关键词 捕食链竞争扩散系统 食饵补充 正周期解 概周期解 全局渐近稳定性 HollingⅡ类功能性反应 prey-predator competitive systems with diffusion positive periodic solution positive almost periodic solution global asymptotic stability
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  • 1[1]Lu Zhanghua, Chen Lansan, Appl. Math-JCU, B10(1995), 267-274.
  • 2[2]Ahmad, S. , J. Math. Anal. Appl. , 127(1987), 127:377-387.
  • 3[4]Tineo, A. , Alrarg, C. , J. Math. And. Appl, 159(1991), 44-50.
  • 4[5]Amine, Z. , Oreega, R. , J. Math. Anal, Appl. 185(1994), 477-489.
  • 5Skellam J G. Random dispersal in theoretical populations[J]. Biometrika, 1951,38 : 196-218.
  • 6Levin S A. Dispersion and population interactions[J]. The Amer. Nat. , 1974,108 : 207-228.
  • 7Zeng G Z,Chen L S, Chen J F. Persistence and periodic orbits for two-species nonautonomous diffusion Lotka-Volterra models [J]. Math. Comput. Modelling, 1994,20 ( 12 ) : 69-80.
  • 8Zhang J,Chen L S.Chen X D, Persistence and global stability for two-species nonautonomous competition Lotka-Volterra patch-system with time delay [J]. Nonlinear Anal. 1997.37: 1019-1028.
  • 9Yuan Rong. Existence of almost periodic solution of functional differenctial equtions [J]. Ann. of Diff. Eqs. ,1991,7(2):234-242.
  • 10滕志东,陈兰荪.高维时滞周期的Kolmogorov型系统的正周期解[J].应用数学学报,1999,22(3):446-456. 被引量:55

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