1) fuzzy S~*-closed spaces
模糊 S~*-闭空间
1.
Lastly,fuzzy H-closed spaces and fuzzy S~*-closed spaces were de-scribed in terms of fuzzy pre-open sets and fuzzy pre-semi-open sets.
然后用模糊预开集、预半开集的语言刻划了模糊 H-闭空间和模糊 S~*-闭空间。
2) Fuzzy S-closed spaces
模糊S-闭空间
3) fuzzy closure spaces
模糊闭包空间
1.
This paper , gives the definition the concept of fuzzy colsure spaces, and extend some kinds of results of connectivity in fuzzy topological spaces to fuzzy closure spaces.
本文定义了模糊闭包空间的概念,并将模糊拓扑空间连通性的一系列有关结果推广到模糊闭包空间中。
4) fuzzy H-closed spaces
模糊 H-闭空间
1.
Lastly,fuzzy H-closed spaces and fuzzy S~*-closed spaces were de-scribed in terms of fuzzy pre-open sets and fuzzy pre-semi-open sets.
然后用模糊预开集、预半开集的语言刻划了模糊 H-闭空间和模糊 S~*-闭空间。
5) fuzzy space
模糊空间
1.
Green Space between Houses——Construction of Fuzzy Space;
宅间绿地——模糊空间的营建
2.
In the model, ideal condition of geological factors is taken as the fuzzy space and the closeness of ideal situation against the actual geological conditions and is taken as aythefic evaluation index to constract the mathemation model.
将地质因素的理想状态作为模糊空间,以实际的地质状况对理想状态的贴近度为综合评价指数构造数学模型。
3.
Based on the elaboration about the implication of Yin Yang theory and its influence on architectural space ,this essay discusses the form of fuzzy space in three aspects:the building, the group of buildings and the urban system, and points out that the fuzzy space in Yin Yang theory is a kind of space that is both in and out of a space and that can both combine and coexist with others.
本文在阐述中国阴阳哲学的内涵及其对建筑空间影响的基础上 ,通过对单体建筑、组群关系及城市系统三个层面模糊空间形态的分析 ,指出阴阳哲学思维下的模糊空间是一种亦内亦外、包容共存的空间形态 ,具有调和互济以满足多层面人性生活的特质 ,其在现代建筑理论和设计方法中具有不可忽视的作
6) vague space
模糊空间
1.
In this paper a kind of vague space in traditional architecture is analyzed and its mode and dealing ways in Chinese traditional architecture are explored.
通过分析传统建筑中的模糊空间,探求了模糊空间在中国传统建筑中的模式和相应的处理手法,希望有助于吸取传统建筑文化营养,启发设计思路,创作出具有时代性和民族特色的建筑。
补充资料：H闭空间
H闭空间
H-dosed space
H闭空间[H一山坦翻月，理;H一3aM，。yToe"pocTpa一cT，】，维对印宇回(ah幻拍把珍一cl胎司spa戊) 一个卜恤曰面心空间(Ha必do盯sP暇)，在映人任意Ha议月。盯空间Y的任何拓扑嵌人下，被映成Y中的闭集.H闭空间的特性是:空间的任何开覆盖都含有有限子族，其元素的闭包构成该空间的覆盖.正则的H闭空间是紧空间.如果一个空间的每个闭子空间都是H闭空间，则该空间本身是紧空间 .Hat目orfT空间的H闭扩张理论已经发展起来，
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条