The results for differentiable homeomorphism are extended.
并推广了微分同胚的有关结果。
The homeomorphism classification of graph like manifolds can be transformed into a 2 edge colouring enumeration problem for graphs.
图式流形的同胚分类可转化为图的一类2 -边着色计数问题。
In this paper, we investigate the homeomorphism for contract - condensing mappings and monotone mappings by using topological degree.
用拓扑度研究了压缩-紧的同胚映射和单调的同胚映射。
In this paper we give the properties and structure of eigenfunctions and eigenvalues of the weakly ergodic homeomorphism on compact system.
本文给出紧致系统上弱遍历自同胚的特征值与特征函数的结构性态。
The paper shows, that the condition "X is a homeomorphism" of the definition of a regular surfaces can be substituted with the condition "X is One-to-one".
本文证明了：正则曲面定义的条件“X是一个同胚可以减弱为条件”X是一对一的。
So studying continuous and homeomorphism on the mapping of quotient Spaces plays the vital role to study their nature and we may obtain the very good conclusion and the application of it.
通过研究商空间之间映射的连续性和同胚性对于研究它们的性质有很重要的作用，所得结论可以得到更好应用。
So studying continuous and homeomorphism on the mapping of quotient Spaces plays the vital role to study their nature and we may obtain the very good conclusion and the application of it.
通过研究商空间之间映射的连续性和同胚性对于研究它们的性质有很重要的作用，所得结论可以得到更好应用。
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