还讨论了符号动力系统之间的拓扑共轭问题。
The problem of topological conjugation between symbolic dynamical systems is also discussed.
本文讨论了符号动力系统的几乎周期点、回归点及混沌集。
Some properties of almost periodic points, recurrent points and chaotic sets in symbolic dynamical systems are given.
本文讨论了符号动力系统子移位的弱混沌，并得到拓扑熵为零的弱混沌子移位。
In this paper, we study weakly chaos on sub-shift of symbol dynamical system, and give a weakly chaotic sub-shift whose topological entropy is zero.
本文证明了，拓扑动力系统与广义符号动力系统拓扑共轭的一个充分必要条件。
The paper presents a necessary and sufficient condition for topological dynamical system to be topologically conjugate with a generalized symbolic dynamical system.
符号动力系统是动力系统理论研究的强有力工具，一般符号动力系统的动力学性质的研究是一个远未解决的课题。
Symbolic dynamical system is a powerful tool in the study of dynamical systems theories, the study of dynamical properties of the general symbolic dynamical system is a far unsolved problem.
置以合适的拓扑，则这个空间及其输入一输出映射就构成了一个拓扑动力系统，称这个动力系统为CNN符号动力系统。
While we add an appropriate topology to the space, the input-output map will become a topological dynamic system, and we call it CNN symbol dynamic system.
置以合适的拓扑，则这个空间及其输入一输出映射就构成了一个拓扑动力系统，称这个动力系统为CNN符号动力系统。
While we add an appropriate topology to the space, the input-output map will become a topological dynamic system, and we call it CNN symbol dynamic system.
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