1) chaotic sub-set
混沌子集
2) scrambled set
混沌集
1.
Topological eneropy of the elevating of shift map and a kind of scrambled sets of shift map;
移位映射提升的拓扑熵及σ的一类混沌集
2.
Mathematicians have constructed many scrambled sets possessing different properties,which provide great convenience to apply chaotic in other fields.
许多数学家构造出具有不同性质的混沌集,这为其他学科对混沌的应用打下了良好的基础。
3.
There are many results about chaotic functions and scrambled sets in the mathematics field.
在数学中,有许多关于混沌函数、混沌集及其基数结果。
3) chaotic set
混沌集
1.
The chaotic set and asymptotic periodic point of descendible mapping;
可降映射的混沌集与渐近周期点
2.
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的几乎周期点、回归点及混沌集。
3.
In this paper,it first discusses that if f has the chaotic set S,then f has no more than one asymptotic periodic point in S.
本文首先讨论了若S为f的混沌集,则f在S内至多只有1个渐近周期点;若S为f的混沌集并且f(S)是S的子集及f所有周期点的周期都大于1,则f在S内不存在渐近周期点。
4) chaotic sets
混沌集合
1.
Gu Rongbao discussed Hausdorff dimension of chaotic sets caused by a continuous map into self-mapping of a compact interval I.
把线段连续自映射混沌集合的Hausdorff维数的有关结论推广到I2 上 ,证明了在C°(I2 )中存在一个剩余集R ,使对每一f∈R ,如果集合C I2 对f是Li-Yorke混沌的 ,则C的Hausdorff维数dimH(C) ≤1。
5) SS chaotic set
SS混沌集
1.
In this paper,the authors discuss the shift of the one-sided symbolic space and prove that there exists an uncountable SS chaotic set,in which each point is recurrent,but is not weakly almost periodic.
该文对单边符号空间上的转移自映射进行了讨论,证明了在非弱几乎周期的回复点集上存在不可数的SS混沌集。
6) Positive scrambled sets
正混沌集
补充资料：不变子集
不变子集
mvariant subset
不变子集汇加粕雌阴亡即肠以;H.即“明.oe邢脚助狱ec-，0]，群G的 G的子集H，它包含它的每个元素h在G中的所有共辘元(conj贝势te ekn笠幻t)，即所有形为g一’hg的元素.不变子半群(invanani sub一~·group)是一.压忍葱胜到厉价周落玉耳蕊胃.
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条