基本介紹
- 外文名：homeomorphic
- 詞性：形容詞
- 發音：[ˌhəʊmiəˈmɔːfɪk]
單詞釋義,短語搭配,雙語例句,
單詞釋義
英 [ˌhəʊmiəˈmɔːfɪk]
adj. 同胚的
短語搭配
homeomorphic space [數] 同胚空間
homeomorphic recurrence 恆形態回歸
homeomorphic Riemannian manifold 同胚的黎曼流形
homeomorphic map 同構映射
homeomorphic graph [數] 同胚圖
homeomorphic spaces 同胚空間
locally homeomorphic 局部同胚的
Homeomorphic mapping 同胚映射
雙語例句
- As mathematicians say, “Every simply connected closed 3-manifold is homeomorphic to a 3-sphere.” 用數學語言表達就是“每個單連通3重（3-manifold）封閉體與一個三維球體同胚（homeomorphic）。”
- In the third chapter, we study mainly iterative roots of piecewise homeomorphic maps of an Y-star. 在第三章，我們主要研究了Y星上逐片同胚映射的疊代根的問題。
- In this paper, some results on fixed points of homeomorphic maps in metric Spaces have been obtained. 本文給出了度量空間中某些同胚非擴張映射不動點存在的充分必要條件。
- We give a sufficient condition for the self-similar set in the plane which is homeomorphic to the unit disk. 最後一章討論自相似集的拓撲結構，給出了平面上的自相似集同胚於單位圓盤的充分條件。
- The method was based on a homeomorphic transformation of the infinity into the origin(linear singular point). 用一同胚變換將無窮遠點轉變成原點（初等奇點）。
- Homeomorphic morphism and homotopy equivalence are two important concepts in the theory of algebraic topology. 同胚映射和同倫等價是代數拓撲學中的兩個重要概念。
- Results Generalizing some results of homeomorphic morphism, homotopy equivalence and homotopy regular morphism. 結果推廣了同胚映射、同倫等價和同倫正則態射的有關結果。
- It is proved that relative hereditary, relative closed transition, weak homeomorphic invariant, L-good extension are all valid. 證明了相對正規分離性是遺傳的、相對閉集傳遞的、弱同胚不變的、L -好的推廣性質。
- This paper tries to define metric function for homeomorphic mapping, and a sufficient condition of bounded metric function is given, under which a upper bound of metric function is defined as well. 對於一個同胚映射，本文給出了度量函式的定義，並且給出了度量函式有界的一個充分條件及在此充分條件下度量函式的一個上界。
