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摘要: 讨论了混沌控制理论中的一个重要问题,即利用小控制律使得混沌系统产生新的稳定 周期解的可能性,该周期解不一定是未控制系统的不稳定周期解,同流行的看法相悖,证明了小 控制律可以使系统的非游荡点(该点不一定是周期点)成为局部渐进稳定的周期解.Abstract: In this paper an important problem in chaos control theory, that is, the possibility of generating a new stable periodic solution by small control law for a dynamical system is discussed. It is proved that a solution with an initial point being non-wandering can become asymptotically stable by small control law. This shows that the popular opinion that small control law is not able to create a new periodic point is untrue.
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Key words:
- Chaotic systems /
- non-wandering point /
- small control law
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