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《Acta Analysis Functionalis Applicata》 2013-01
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Almost Periodic Solutions for a Discrete Leslie System with Time Delay and Feedback Controls

LU Hongying,YU Gang School of Mathematics and Quantitative Economics,Dongbei University of Finance and Economics,Dalian 116025, China  
A discrete almost periodic Leslie predator-prey system with time delay and feedback controls is considered.By applying the difference inequality and constructing the suitable Liapunov functional,some sufficient conditions are obtained for the permanence and global attractivity of the system.Further,by using an almost periodic functional hull theory,we show that the almost periodic system has a unique strictly positive almost periodic solution which is globally attractive.
【Fund】: 国家自然科学基金(71171035 71173029);; 中国博士后科学基金(2012M511598)
【CateGory Index】: O175
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Chinese Journal Full-text Database 1 Hits
1 YU Gang,LU Hong-ying (School of Mathematics and Quantitative Economics,Dong Bei University of Finance and Economics,Dalian 116025,China);Almost Periodic Solutions for a Discrete Two Species Competition System with Feedback Controls[J];Mathematics in Practice and Theory;2012-06
【Secondary Citations】
Chinese Journal Full-text Database 2 Hits
1 LU Hong-ying1, LI Jing2, WANG Wei-guo1 (1. School of Mathematics and Quantitative Economics,Dongbei University of Finance and Economics,Dalian 116025,China) (2. Department of Mathematics,Dalian Maritime University,Dalian 116024,China);Asymptotically Periodic Solution of n-pathes Ecosystem with Diffusion[J];Mathematics in Practice and Theory;2009-13
2 LU Hong-ying WANG Ke (Department of Quantitative Economics, Northeast University of Finance and Economics, Dahn Liaoning 116025 China) (Department of Mathematics, Northeast Normal University, Key Laboratory for Vegetation Ecology Education Ministry, Changchun Jilin 130024 China);The Problem of Positive Almost Periodic Solution for Two-Species Nonautonomous Diffusion Lotka-Volterra Models[J];Journal of Biomathematics;2003-04
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