1) to expand the scope
拓宽空间
2) topological spaces
拓扑空间
1.
Fractal dimensions of polyferric chloride-humic acid(PFC-HA) flocs in different topological spaces;
聚合氯化铁-腐殖酸(PFC-HA)絮体的不同拓扑空间下分形维数的研究
2.
A semigroup of closed selfmaps of a kind of topological spaces;
一类拓扑空间的闭自映射半群
3.
The physical properties and fractal dimensions within different topological spaces of the mature granular sludge in an anaerobic baffled reactor (ABR) were investigated.
研究了ABR反应器启动成功后成熟颗粒污泥的物理性质和不同拓扑空间下的分形维数。
3) topological space
拓扑空间
1.
Seven definitions of topological space and their sameness;
拓扑空间的七个定义及其等价性
2.
Some Browder type fixed point theorems in topological spaces with applications;
拓扑空间中的Browder型不动点定理及应用
3.
Some properties of the relative topological space;
相对拓扑空间的一些性质
4) space expanding
空间拓展
1.
This paper explains and analyzes the space expanding and substance spreading of the Urban Ten- thousand-meter Basic Grid Management, by means of the research achievement and accumulated experiences of Chengdu Digital Urban Management System throughout the developing process.
通过建设成都市数字化城市管理信息系统中研究的成果和积累的经验,对"城市万米网格化管理"的内容延伸和空间拓展进行了分析和阐述,并对其实现条件进行了探讨。
5) spatial expansion
空间拓展
1.
The paper employed Suzhou Industrial Park,Wuxi New Area and New Changzhou Northern Area as cases to analyze the spatial expansion of de- velopment zones and the characteristics of urban restructuring caused by the ex- pansion,based on which the optimiza- tion of urban spatial structure was fur- ther discussed.
以苏州工业园、无锡新区和常州新北区为实证研究对象,分析开发区空间拓展及其影响下的城市空间重构特征,并进而讨论城市空间优化的若干问题。
2.
Chinese cities generally confront the conflicts of the rapidly spatial expansion and the limited land resources.
城市化快速进程的今天，我国的城市普遍面临着空间拓展的需要与土地有限性这一矛盾。
3.
People can have a right view on the stage in urbanization process and can predict the developing trend by studying the state of city spatial expansion,time-space regulations and motive mechanism.
并以河北省廊坊市为例,回顾了其城市空间结构的演变进程,分析了其城市空间结构演变的特征以及空间拓展的动力机制。
6) topology space
拓扑空间
1.
In reference 1 ,the theorems about fibre boundness and compactness of uniform space with shadow to be topology space were given.
文献〔１〕，给出了像为拓扑空间Ｔ的一致空间Ｘ的纤维有界性、纤维紧致性的一些定理。
2.
A cover U of a topology space X has a alternate σ-relatively locally finite and relatively closed refinement.
称拓扑空间X的开覆盖U有迭次σ-相对局部有限相对闭加细,如果U有一个加细PP(n,k)满足:(1) n,k∈N+,P(n,k)相对子空间X-∪P*(i)∪∪P*(n,j),∪∞=∪∞n=1k=1i
补充资料：拓宽
1.扩大，加宽。
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