基于函数矩阵的一类非线性系统的混沌同步

摘要

The problem of function matrix projective synchronization of a class of chaos systems is studied in the paper. It is proved that chaotic systems is synchronized using function matrix projective synchronization approach based on Lyapunov stable theory. Numerical simulations example of chaotic system verify the effectiveness of the proposed method.%研究了一类非线性混沌系统的函数矩阵投影同步问题，基于函数矩阵，利用Lyapunov稳定性理论实现了驱动系统与非线性动态系统按函数矩阵同步，并给出了证明，最后数值算例表明了该方法的有效性。