空间拓扑,Spatial Topology
1)Spatial Topology空间拓扑
1.From the point of the cartography history,according to some ancient Chinese maps and foreign maps,three constants of sign,lettering and spatial topology relationship were put forward along with the map progress,which consisted of the basic elements about cognizing the map spatial relationship.从地图学史的角度出发,应用几幅著名的中外古地图,指出符号、注记以及空间拓扑关系在地图发展变化中的不变性,认为这3种元素构成了地图空间关系认知的基本元素,并分析了这3种元素在地图空间关系构建方面所起的作用。
2)topological spaces拓扑空间
1.Fractal dimensions of polyferric chloride-humic acid(PFC-HA) flocs in differenttopological 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 oftopological spaces;一类拓扑空间的闭自映射半群
3.The physical properties and fractal dimensions within differenttopological 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。
英文短句/例句
1.locally convex linear topological space局部凸线性拓扑空间
2.locally arcwise connected topological space局部弧连通拓扑空间
3.metrizable topological space可度量化的拓扑空间
4.pseudometrizable topological space伪可度量化拓扑空间
5.THE TИXOHOB THEOREM OF GENERALIZED TOPOLOGICAL SPACES广义拓扑空间的ТИХОНОВ定理
6.The Research of Fuzzifying Semi-open Topological Theory;Fuzzifying半拓扑空间的研究
7.γ-Sets in L-Fuzzy Topology Spaces;L-Fuzzy拓扑空间中的γ-集
8.Quasi-Lindel-f Properties in LF-Topological Spaces;LF-拓扑空间的拟Lindelf性
9.Fuzzy Topological Spaces and Bitopological Spaces不分明拓扑空间与双拓扑空间的正规性
10.Sub-separation Axioms in L-topological Spaces and I-fuzzy Topological Spaces;L-拓扑空间和I-fuzzy拓扑空间的次分离公理
11.Fibrewise Gluing Topology Space and Fibrewise Paste Topology Space纤维粘合拓扑空间与纤维粘贴拓扑空间
12.This lattice is a Semi-topological invariant.这个格是拓扑空间的一个半拓扑不变量。
13.Locally Separable Metric Spaces and Weaker Metric Topology Spaces;局部可分度量空间与弱度量拓扑空间
14.Some Properties of the Relative Topological Space and the weak J-space;相对拓扑空间和弱J-空间的一些性质
15.Induced I(L)-topolongical Spaces of Weakly Induced Topological Spaces;弱诱导空间的诱导I(L)拓扑空间
16.Induced I(L)-topological spaces of L-Lowen spacesL-Lowen空间的诱导I(L)拓扑空间
17.The I(L)-inducification of (IC) L-cotopological Spaces and the KKM Type Theorems in Pretopological Spaces;（IC）L-余拓扑空间的I（L）诱导化与预拓扑空间中的KKM型定理
18.SOME THEOREMS AND EQUIVALENT PROPOSITIONS OF SET-VALUED MAPPING FROM ONE TOPOLOGICAL SPACE INTO THE OTHER;拓扑空间到拓扑空间的集值映射的若干定理和等价命题
相关短句/例句
topological spaces拓扑空间
1.Fractal dimensions of polyferric chloride-humic acid(PFC-HA) flocs in differenttopological 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 oftopological spaces;一类拓扑空间的闭自映射半群
3.The physical properties and fractal dimensions within differenttopological 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 oftopological 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 intopological spaces with applications;拓扑空间中的Browder型不动点定理及应用
3.Some properties of the relativetopological space;相对拓扑空间的一些性质
4)topology space拓扑空间
1.In reference 1 ,the theorems about fibre boundness and compactness of uniform space with shadow to betopology 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 atopology 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 1.Describe the logical relations among mining survey objects usingquotient topological space;用商拓扑空间研究井下测量对象之间的逻辑关系 6)type topological space型拓扑空间 1.In Ftype topological space which introduces the auxilliary order,the fixed point theorems of increasing mappings at order intervals are proved based on the relative properties在引入φ-辅助序的F-型拓扑空间中,利用其相关性质证明了序区间上增映射的不动点定理。 延伸阅读 不可约拓扑空间不可约拓扑空间irreducible topological space不可约拓扑空间【沂曰州bleto州哈口I明ce;HenP“BO-皿Moe功no加r“tlecICOe nPocTP，cTBOI不能表作两个真闭子集之并集的拓扑空间(topolo-百以lspace).不可约拓扑空间也可以等价地定义为:它的任意开子集都是连通的或任意非空开子集都是处处稠密的.不可约拓扑空间在连续映射下的象是不可约的.不可约拓扑空间之积是不可约的.不可约拓扑空间的概念仅对不可分离空间有意义;它常用于涉及非分离的2汤‘目d拓扑(z五riski topofogy)的代数几何学.拓扑空间X的不可约分支(irn习ueible comP0nent)是X的任一极大不可约子集.不可约分支是闭的，它们的并集就是整个X.B.H.八aHHJIoB撰【补注】在覆盖理论(见菠盖(集合的)(coVe功19(ofset)))中还有不可约性的概念:一个拓扑空间是不可约的，如果它的每个开覆盖都有不可约的开加细;一个覆盖是不可约的(谊曰ueible)，如果它的真子族都不是覆盖.可数紧空间(cou幻tablv .CompactsP暇)由条件“每个不可约开覆盖都是有限的”来刻画.于是，一个空间是紧的，当且仅当它是可数紧且不可约的.
