Dissertation 

About 96 item dissertation in line with global asymptotic stability query results,the following is 1 to 50(Search took 0.022 seconds)

  1. Intelligent method for solutions of two classes of optimization problems,WangJianQin/Shaanxi Normal University,0/11
  2. Dynamics of a Delay Epidemic Model with CTL Immune Response,DuanZuoZuo/Harbin Institute of Technology,0/18
  3. The Study of Some Classes of Epidemic Models with Nonlinear Incidence Rate and Distributed Time Delay,ZhangXiaoHong/Shanxi Normal University,0/0
  4. Two Types of Infectious Disease Model Stability Analysis, and Vaccination Strategies,ZhangYu/,0/4
  5. The Studies on Dynamical Behavior of BAM Neural Networks and Competitive Neural Networks,DengMingXing/Ocean University of China,0/29
  6. Repetitive Learning Control for Global Trajectory Tracking of Robot Manipulators,HuiJin/Xi'an University of Electronic Science and Technology,0/13
  7. Automatic Flight Control of Unmanned Helicopter Based on Nonlinear Model,GuoRunXia/Tianjin University,1/292
  8. The Stability Analysis for Several Types of Delayed Cellular Neural Network Models,DangJunJie/Hunan University,0/9
  9. Stability of Uncertain Stochastic Bidirectional Associative Memory Networks with Delays,LvZengWei/Donghua University,0/57
  10. Global Stability of Weight Cycling Model and Lose Weight,ZhangJing/Zhengzhou University,0/16
  11. Qualitative Analysis to Predator-prey System of Ecosystems,YinHuaYong/Yanshan University,0/106
  12. Spatiotemporal Dynamics of Predator-prey Model Incorporating a Prey Refuge,GuanXiaoNa/Wenzhou University,0/20
  13. Global Asymptotic Stability of Two Kinds of Non-local Evolution Equations in Bounded Domain,ChenYanHui/Hunan University,0/7
  14. Some Research on Dynamics of Epidemic Models with Time Delay,XuZuo/Dalian Jiaotong University,0/91
  15. Choice of Educational Innovation and Its Reaction-diffusion Based on Dynamic System,WangXiangDong/Harbin Engineering University,0/15
  16. Stability of an SIR Epidemic Model Dynamics,HongFengLing/Shanxi University,0/3
  17. The Study of Two Types of Vector-borne Disease Models,BaiWei/Shanxi Normal University,0/24
  18. Research on Question of Dynamics in Biological System under Impulse Control,DaiChuanJun/Wenzhou University,0/45
  19. Stable and Permanent Properties of Solutions of Impulsive and Nonautonomous Mathematical Biological Models,ZhangHong/Dalian University of Technology,0/300
  20. Effects of Delays on Dynamical Systems in Biology,MengXinZhu/Dalian University of Technology,3/513
  21. Problems of Estimation and Hypothesis Testing of Parameters in Stochastic Differential Equations,JiangDaQing/Northeast Normal University,3/773
  22. The Theory of Impulsive Differential System and Its Applications in Biology Dynamic System,XueYaKui/University of North,1/205
  23. Stability theory for the class of differential difference equations,LiXianYi/East China Normal University,6/533
  24. Stability of cellular neural networks,LiXueMei/Hunan University,6/372
  25. Impulsive and Delayed Effects on Population Control,LiuKaiYuan/Dalian University of Technology,2/324
  26. Applications of Stage Structure and Impulsive Differential Equations in Population Models,ShiRuiQing/Dalian University of Technology,1/313
  27. Study on Nonliear Models of Microbial Pestcide,WangTieYing/Dalian University of Technology,0/73
  28. Qualitative Analysis of a Class of Nonlinear Systems,WuXiRu/Hunan University,1/95
  29. Nonlinear discrete time-varying system stability analysis,ZhangXiaoLi/East China Normal University,0/107
  30. The Applications of Infectious Disease Models with Impulsive Effects Differential Equations,PanZuo/Guangxi Normal University,0/221
  31. Global asymptotic stability of two types of differential equations,ZhangQingTao/Nanjing University of Technology and Engineering,1/62
  32. The Qualitative Analysis of Two Kinds of Holling Type Predator-prey Models,JiangYuMing/Nanjing University of Aeronautics and Astronautics,2/234
  33. Persistence and Periodic Solutions for Several Kinds of Lotka-Volterra Systems,CaoShan/Hunan Normal University,1/71
  34. The Almost Solution of a Nonautonomous Diffusive Prey-predator System with Continuous Time-delay and Holling Ⅳ Functional Response,JiaYuTao/Northeast Normal University,0/76
  35. Asymptotic analysis of the epidemic model with impulsive effect,LinXiuJuan/University of North,0/99
  36. Study on Several Inssues of Differential Equations and Biomathematics,LiChangSheng/Shandong University of Science and Technology,0/334
  37. The Qualitative Study of Several Kinds of Higher Order Nonlinear Difference Equations,CaoJianXin/Hunan University,2/105
  38. Types of delayed cellular neural networks periodic solution and implicit qualitative,WangLingNa/Kunming University of Science and Technology,0/63
  39. Research of Stability for Several Classes of Common Ecological Models,HuangYuMei/Sichuan Normal University,0/262
  40. On the Non-Autonomous Lotka-Volterra Systems,LiJinXian/Shanxi University,0/65
  41. Periodic solutions of certain populations , almost periodic solution and optimal harvesting problems,MiaoChunMei/Northeast Normal University,0/132
  42. The openness fisheries ecosystem Gordon theory,YuWeiWei/Northeast Normal University,0/65
  43. The Solutions Property of a Stage-structured Predator-Prey System with Time-delay,OuLiuMan/Guangxi Normal University,0/91
  44. Global Dynamical Behaviors of Static Neural Network Models with S-type Distributed Delays,WangZuo/Ocean University of China,0/63
  45. The Global Behavior of Two Classes of Difference Equations,ZhaoBin/Guangxi University,1/101
  46. Stability Analysis and Periodic Solutions of Ecological Mathematical Models,LiZi/Anhui University,0/152
  47. On the Genernal Nonautonomous Predator-Prey Kolmogorov Systems,NieZuoFei/Xinjiang University,0/65
  48. Study on the Discrete Time Nonautonomous Lotka-Volterra Models,MaHuiZuo/Xinjiang University,0/49
  49. The Stability Analysis of Several Kinds of Neural Networks,WangNing/Hebei University,0/148
  50. Existence and Global Asymptotic Stability of Positive Periodic Solutions for Predator-prey System with Infinite Delay and Diffusion,ZhuHongGuang/Northeast Normal University,0/40

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