期刊文献+

涉及分布时滞的恒化器模型概周期解的全局指数稳定性分析

The Analysis of Globally Exponential Stability of Almost Periodic Solution of Chemostat Models Involving Distributed Delays
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摘要 本文探讨了涉及分布时滞的恒化器模型的概周期性,利用不动点定理和微分不等式技巧得到几个关于概周期解的存在性和全局指数稳定的充分条件。 The paper investigates the almost periodicity ofchemostat models involving distributed delays. Several sufficient conditions are established for the existence and globally exponential stability of almost periodic solution by using fixed point theorem and differential inequality technique.
作者 徐蓉
出处 《科教导刊》 2013年第10期186-187,共2页 The Guide Of Science & Education
关键词 概周期解 全局指数稳定性 恒化器模型 almost periodic solution globally exponential stability chemostat models
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参考文献5

  • 1V.Sree l-lari Rao, P.Raj a Seklmra Rao. Global stability of chemostat models ]nvol- vin time delays.Diffemtial Equations Dyrmmical System,2008(8): 1-28.
  • 2V.Sree Hari Rao, P. Raja Seldmra Rao. Global stability in chemostst models involving time delays and wall growth.Nonlinear Analysis: Real World Ap- plications,2004(5): 141 - 158.
  • 3H.Zhao,L.Sun. Periodic oscillatory and global attractivity for chemostat mod- el involvin_g dislributed delays.Nonlinear Analysis: Real World Applications, 2006(7):385-394.
  • 4H.Zhao.Existence and global attractivity of almost periodic solution for cellu- lar neural network with distributed delays. Applied Mathematics and Compu- tation,2004(154):683-695.
  • 5C.Feng,P.Weng.The Existence of Almost periodic solutions of Some Delay Diflerential Equations. Computers and Mathematics with Applications,2004 (47):1225-123 I.

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