几类混沌神经网络的同步控制理论与方法

几类混沌神经网络的同步控制理论与方法
作 者: 海泉
出版社: 厦门大学出版社
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作者简介

  海泉,工学博士,内蒙古师范大学数学科学学院教师,运筹学与控制论专业的硕士研究生导师。从事有关复杂系统的定性理论,混沌、分岔控制与图像加密相关的研究工作。发表7篇SCI论文, 出版1部专著。

内容简介

Chaos theory is an important content in nonlinear sciences and has applications in various fields such as biology, economics, secure communication, and engineering systems. As a branch of nonlinear science, the neural network has complex dynamic behaviors, such as instability, bifurcation and chaos. With the rapid development of modern science and technology, and the wide application of chaos synchronization,chaos synchronization control of neural networks has attracted wide attention in the academic community.The book is divided into six chapters. In Chapter 1, we introduce the background of chaotic neural networks. Chapter 2 investigates the problem of designing sampled-data controller for master-slave synchronization of chaotic Lure systems with time delay. The problem of the sampled-data synchronization control for delayed chaotic neural networks via free-matrix-based time-dependent discontinuous Lyapunov functional approach is discussed in Chapter 3.Chapter 4 proposes a new discontinuous Lyapunov fun...

图书目录

Chapter 1 Introduction

Chapter 2 Synchronization Control of Chaotic Lure Systems with Time Delay

2.1 Problem Description and Preliminaries

2.2 Main Results

2.3 Numerical Examples

2.4 Conclusions

Chapter 3 Synchronization Control of Chaotic Neural Networks with Time Delay

3.1 Problem Description and Preliminaries

3.2 Main Results

3.3 Numerical Examples

3.4 Conclusions

Chapter 4 Synchronization Control of Chaotic Neural Networks with Mixed Delays

4.1 Problem Description and Preliminaries

4.2 Main Results

4.3 Numerical Examples

4.4 Conclusions

Chapter 5 Exponential Synchronization for Chaotic Neural Networks with Mixed Delays

5.1 Problem Description and Preliminaries

5.2 Main Results

5.3 Numerical Example

5.4 Conclusions

5.5 Appendixes

Chapter 6 Exponential Synchronization of Markov Jump Chaotic Neural Networks

6.1 Problem Description and Preliminaries

6.2 Main Results

6.3 Numerical Example

6.4 Conclusions

References