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一类时滞差分系统解的渐近性(英文)

Asymptotic Behavior of Solutions for a Class of Delay Difference Systems
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摘要 本文对一类时滞差分系统给出了保证其有界解收敛的一些充分条件,所得结果推广和改进了一些文献的相关结果。 This paper is concerned with a delay difference system. It is shown that every bounded solution of the system tends to a constant vector as t→∞. The results obtained here extend and improve several known results in the literature.
出处 《数学理论与应用》 2008年第2期10-13,共4页 Mathematical Theory and Applications
关键词 渐近性 时滞差分系统 有界解 Asymptotic behavior delay difference system bounded solution
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参考文献6

  • 1T.S.Yi,L.H.Huang,and S.H.Hu.Convergence of a class of discrete-time semiflows with applications to difference systems[].Applied Mathematics Letters.2005
  • 2T.S.Yi,L.H.Huang,and S.H.Hu.Asymptoticbehavior of solutionsfor a class of systems of delay difference equations[].Dynamics of ContinuousDiscrete and Impulsive SystmsSeries A.
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