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1)  weakly topolpgically mining
拓扑弱混合
2)  weakly topological mixing
弱拓扑混合
1.
Show that if f∶S→S is weakly topological mixing and |deg (f) |≥2,then f is topological exact.
证明了圆周上的自映射f在|deg(f)|≥2时,弱拓扑混合与拓扑正合具有一致性。
3)  topologically mixing
拓扑混合
1.
In terms of continuous maps of tree,topologically mixing and toally topologically transitive are identical,and topologically ergodic and topologically transitive are identical.
指出:对树上连续自映射而言,拓扑混合等价于完全拓扑可迁,拓扑遍历等价于拓扑可迁,拓扑混合等价于拓扑弱混合
4)  topological mixing
拓扑混合
1.
Chaos in Set-valued Discrete Dynamical System and Topological Mixing
集值离散动力系统的混沌性与拓扑混合
2.
In this paper,the relationship of the properties of periodic density,chaos and topological mixing between a dynamic system and its quotient system is discussed,and we get the conclusion that those properties are equivalent respectively,so an important method to study the chaos of a dynamic system is gained.
文中讨论了一个动力系统与它的商系统的周期稠密性、混沌性以及拓扑混合性之间的相互关系,得到了这些性质分别是相互等价的等结论,从而得到了研究动力系统混沌性的一个重方法。
3.
The relations between topological mixingand topological exact of maps on one-dimensional compact manifold are discussed and a few conditions of topological mixing turning into exact are given.
讨论了一维自映射中拓扑混合与拓扑正合的关系,得到了拓扑混合映射成为拓扑正合的几个条件。
5)  Mixed topology
混合拓扑
6)  topological mixing
拓扑混合性
1.
The minimality,topological transitivity and topological mixing of descendible mapping;
可降映射的极小性、拓扑传递性、拓扑混合性
补充资料:弱拓扑


弱拓扑
weak topology

  【补注】上面引人的弱拓扑常常记为6(X,F),它是Hausdorff拓扑,当且仅当F分离X的点. 亦见强拓扑(strong topo10gy).弱拓扑【we欧tq军,l卿;c月a6既Tono几or抓] 向量空间X上由半范数(selrll一norm)族P(x)“}f(x)}生成的局部凸拓扑(IOCa刀y eonvex topology),这里f跑遍(代数的)对偶空间(dUal sPace)X‘的某个子集F.
  
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