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ASYMPTOTIC BEHAVIOR OF THE POSITIVE SOLUTION OF A NONAUTONOMOUS FOOD-CHAIN MODEL WITH DIFFUSION
作者姓名:Wang  Aili  Yan  Enrang
作者单位:Dept. of Math.,Baoji University of Arts and Sciences,Baoji 721007) Wei Chaoying School of Sciences,Xi'an Shiyou University,Xl'an 710065)
摘    要:A nonautonomous food-chain system with diffusion is investigated in this paper, whose coefficients asymptotically approach periodic functions. Under some sufficient conditions all positive solutions of the system asymptotically approach the periodic solution of the corresponding periodic system, by using comparison theorem and constructing Lyapunov-type functions.

关 键 词:食物链模型  数学分析  Lyapunov函数  周期解  渐进线

ASYMPTOTIC BEHAVIOR OF THE POSITIVE SOLUTION OF A NONAUTONOMOUS FOOD-CHAIN MODEL WITH DIFFUSION
Wang Aili Yan Enrang.ASYMPTOTIC BEHAVIOR OF THE POSITIVE SOLUTION OF A NONAUTONOMOUS FOOD-CHAIN MODEL WITH DIFFUSION[J].微分方程年刊(英文版),2005,21(3):421-426.
Authors:Wang Aili Yan Enrang Wei Chaoying
Abstract:A nonautonomous food-chain system with diffusion is investigated in this paper, whose coefficients asymptotically approach periodic functions. Under some sufficient conditions all positive solutions of the system asymptotically approach the periodic solution of the corresponding periodic system, by using comparison theorem and constructing Lyapunov-type functions.
Keywords:food-chain system  diffusion  periodic solution  attractivity
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