homeomorphic是什么意思   homeomorphic怎么读

homeomorphic单词基本解析：

homeomorphic变化用词：

homeomorphic英英释义：

homeomorphic中文词源：

homeomorphic用法和例句：

homeomorphic

Open K-Multiple(k-to-one)Map and Locally Homeomorphic map

k-重的开映射与局部同胚映射

K4 - homeomorph

K4-同胚图

In this case Lawson topology on upper space UX agree with the Vietoris topology on Com(Max(UX)), which is homeomorphic to Max(C(UX)) with the Scott topology inherited from the C(UX).

X的上空间UX上的Lawson拓扑与X紧子集上的Vietoris拓扑相同,并且与Max(C(UX))带有C(UX)上的相对Scott拓扑同胚.

homeomorphic transformation

同胚变换

homeomorphic graphs

同胚图

homeomorphic cultivation

同胚培养

homeomorphic metric

同胚度量

homeomorphic map

同胚映射

Some Fixed Point Theorems for Homeomorphic Maps

同胚映射的某些不动点定理

homeomorphic Riemannian manifold

同胚的黎曼流形

homeomorphic spaces

同胚空间

In this paper, we derive the homeomorphic classes of graphlike manifold with contraction by means of twist operation.

在这篇文章中,通过使用扭转运算,我们获得了具有缩影的图式流形的同胚分类.

locally homeomorphic mapping

局部同胚映射

locally homeomorphic

局部同胚的

Weak homeomorphic invariant property

弱同胚不变性

Homeomorphic Embedding of Hypercubes into Twisted-Cube Connected Networks

扭立方体连接网络中超立方体的同胚嵌入

quasi homeomorphic space

拟同胚空间

It is clear that for any graph G the space R(G) and R(TG) are homeomorphic.

显然，对任意一个图G，空间R（G）和空间R（TG）是同胚的。

In this paper , some results on fixed points of homeomorphic maps in metric spaces have been obtained.

本文给出了度量空间中某些同胚非扩张映射不动点存在的充分必要条件。

As mathematicians say, “Every simply connected closed 3-manifold is homeomorphic to a 3-sphere.

用数学语言表达就是“每个单连通3重（3-manifold）封闭体与一个三维球体同胚（homeomorphic）。”

Algorithms of Homeomorphic Classification of Graphlike Manifolds of Which Contraction is Kn

缩影为Kn的图式流形同胚分类算法

we study the properties of limit space of inverse sequence. Mainly prove that everylimit space of inverse sequence is homeomorphic to the limit space of its infinite sub-inversesequence.

讨论了当逆系统为-逆序列时其极限空间的性质,证明了任-逆序列的极限空间与任一无穷的子逆序列的极限空间是同胚的.

The equivalence of the following three conditions is proved: two solenoids are homeomorphic;they are isomorphic;the two bonding map sequences are equivalent.

证明螺线管同胚、同构和映射序列等价两两等价。

for instance, all unbounded, connected, and separable order topologies are necessarily homeomorphic to the reals.

该假设不能被证明是否正确，这是因为它和集合论的公理不相关。

proximal homeomorph

迫近同胚