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集合邻域
相关语句
  set neighbourhood
     Knowledge Universe, Knowledge Topology and Set Neighbourhood
     知识论域、知识拓扑与集合邻域
短句来源
     In this paper,a concept of a set approximate neighbourhood is defined. Some basic properties of the concept,relationship among various kinds of set approximate neighbourhoods,connections among set approximate neighbourhood and set neighbourhood,approximate operators,point approximate neighbourhood,approximate topology neighbourhood,etc,are studied.
     定义了集合近似邻域,研究了其基本性质,探讨了各种集合近似邻域的关系,以及集合近似邻域与集合邻域、近似算子、点近似邻域、近似拓扑邻域等的关系.
短句来源
  “集合邻域”译为未确定词的双语例句
     On the Existence of the Lagrange Stable Movement in the Fixed Set Range
     紧致不变集合邻域内Lagrange稳定运动的存在性
短句来源
     This paper deals with the singular point of the dynamic Systen in Euclidean Space and the existence of the Lagrange stable movement in the compact fixed set range.
     本文研究n维欧氏空间中动力系统奇点邻域以及紧致不变集合邻域内Lagrange稳定运动的存在性问题。
短句来源
  相似匹配句对
     Knowledge Universe, Knowledge Topology and Set Neighbourhood
     知识论域、知识拓扑与集合邻域
短句来源
     The set
     集合(英文)
短句来源
     Collective Nouns
     集合名词
短句来源
     Geophysical inversion with a neighbourhood algorithm-II .appraising the ensemble
     地球物理反演中的邻域算法Ⅱ:集合估计
短句来源
     THE NEIGHBORHOOD COMPLEXES OF GRAPHS
     图的邻域复形
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This paper deals with the singular point of the dynamic Systen in Euclidean Space and the existence of the Lagrange stable movement in the compact fixed set range.

本文研究n维欧氏空间中动力系统奇点邻域以及紧致不变集合邻域内Lagrange稳定运动的存在性问题。

In this Paper, knowledge universe and knowledge topology are defined. Four kinds of topology spaces are constructed. The connections among and the properties of them are studied. They are the compound of operators of topology and operators of approximate sets, approximate neighbourhood and the unchangeable topology properties. The concept of set neighbourhood is presented, the connection between it and point neighbourhood, its function on a topology space, and the new constructed topology spaces are studied.

定义了知识论域和知识拓扑,组建了4种拓扑空间,分析了它们的联系.从拓扑算子与近似算子的复合、近似邻域、拓扑不变性质3个方面研究了各个拓扑空间的性质,提出了集合邻域的概念,研究了它与点邻域的深刻联系和对一般拓扑空间的作用,并以它为手段研究了新组建的拓扑空间.

In this paper,a concept of a set approximate neighbourhood is defined.Some basic properties of the concept,relationship among various kinds of set approximate neighbourhoods,connections among set approximate neighbourhood and set neighbourhood,approximate operators,point approximate neighbourhood,approximate topology neighbourhood,etc,are studied. The knowledge universe topology spaces are studied by set approximate neighbourhood,and many important conclusions are achieved.

定义了集合近似邻域,研究了其基本性质,探讨了各种集合近似邻域的关系,以及集合近似邻域与集合邻域、近似算子、点近似邻域、近似拓扑邻域等的关系.用集合近似邻域为手段,研究了知识论域拓扑空间,得出了一些重要结论.

 
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