位置：成果数据库 > 会议 > 会议详情页
Estimating the Ultimate Bounds and Positively Invariant Sets for a Class of General Lorenz-type New
  • 所属机构名称：中国人民解放军海军工程大学
  • 会议名称：2010 International Workshop on Chaos-Fractals Theories and Applications(IWCFTA 2010)
  • 成果类型：会议
  • 相关项目：多时滞和非光滑混沌系统的控制、（反）同步及应用
作者： Zhengwen Tu|Jigui Jian|
同会议论文项目
多时滞和非光滑混沌系统的控制、（反）同步及应用
期刊论文 49 会议论文 12
同项目会议论文
New Results of Globally Exponentially Attractive Set and Synchronization Controlling of the Qi Chaot
Estimating the Globally Exponentially Attractive Set and Positively Invariant Set for the Qi Chaotic
Invariant and Globally Exponentially Attractive Sets of Separated Variables Systems with Time-Varyin
New Estimations of Globally Exponentially Attractive Sets and Synchronization Controlling of a Class
Globally exponentially attractive set and synchronization controlling of a new chaotic system
Synchronization Controlling of An Energy Resource Chaotic System via Partial State Feedback
Algebraic Condition of Control for Multiple Time-delayed Chaotic Cellular Neural Networks
Global dissipativity for Cohen-Grossberg neural networks with both time-varying delays and infinite
Synchronization for a Class of Uncertain Chaotic Cellular Neural Networks with Time-Varying Delay
A 3D chaotic oscillator’s stability and chaos behavior
CNN Hyperchaotic Synchronization with Applications to Secure Communication