【摘 要】
：
基于Lyapunov稳定性理论,研究了两个复杂网络的线性广义同步(LGS)问题.通过构造控制器实现了两个参数不确定时滞复杂网络的LGS,给定驱动网络以及线性映射,可以构造响应网络来
【机 构】
：
江苏大学理学院,镇江212013江苏科技大学数理学院,镇江212003;江苏大学理学院,镇江,212013;
论文部分内容阅读
基于Lyapunov稳定性理论,研究了两个复杂网络的线性广义同步(LGS)问题.通过构造控制器实现了两个参数不确定时滞复杂网络的LGS,给定驱动网络以及线性映射,可以构造响应网络来实现LGS.结果可用于指导能源供求网络、金融网络等的平衡发展.以企业家激励网络及企业经济增长要素网络进行数值仿真,参数不确定也可实现两个网络的LGS,从而在一种和谐同步发展的状态下,能更好的实现企业经济的稳步发展.当企业家激励网络参数未知时,可构造响应网络来实现LGS,一方面可对该网络进行同步控制,达到预期的效果;另一方面可对参数进行辨识,确定网络结构.
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