topological property

For the expansive flows with tracing property, this paper is to show that the topological dynamical property near by the periodic orbit is the same as that of the hyperbolic periodic orbit.

证明了具有跟踪性的可扩流在其周期轨附近的拓扑动力性质与双曲周期轨相同。

Their characterizations, hereditary property and topological property are systematically studied.

较为系统地研究了这些概念的特征性质、遗传性质和拓扑性质。

Therefore a mesh has four basic characteristics: geometrical property, topological structure, physical property and time-varying property.

因此,网格具有四个基本特征: 几何特性 、 拓扑结构 、 物理属性和时变性.

In topology , the invariability deformations of geometric figures and is referred to as topological property.

这一过程中的“恒量”和局部“变量”反映了翻译的“变化中的不变性质”,即翻译的拓扑性质.

The Hereditary Property and Topological Property of T_1 and T ( 3/ 2)-Frechet ( v) Spaces

T1和T（3/2）&型邻域空间的遗传性和拓扑性

Sequence pseudo orbit tracing property is defined, and a sufficient condition on topological transitive is given.

给出序列伪轨跟踪性的定义, 得到拓扑可迁的一个充分条件.