- 更多网络例句与拓扑空间范畴相关的网络例句 [注：此内容来源于网络，仅供参考]
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The proof is given that the category of linear fuzzy neighborhood spaces in the sense of Katsaras is isomorphic to that of co-towers of topological vector spaces and the intersection of the category of linear fuzzy neighborhood spaces with the category of type fuzzy topological vector spaces is the extract category of induced fuzzy topological vector spaces.
证明了Katsaras的线性fuzzy邻域空间范畴与分明线性拓扑空间的余塔空间范畴同构，而Katsaras的线性fuzzy邻域空间范畴与型fuzzy拓扑线性空间范畴的交集恰为诱导的fuzzy拓扑线性空间范畴。
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It is pointed out that the category of L-fuzzy topological vector spaces is isomorphic to the full subcategory of the category of I -fuzzy topological vector spaces, whose elements are induced I -fuzzy topological spaces.
指出了格值模糊拓扑线性空间范畴同构于I型fuzzy线性拓扑空间范畴中诱导空间构成的满子范畴。
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The interrelationship between several basic categories in fuzzy topology is made clear in terms of co-tower extension of topological constructs. It is shown that for ever completely distributive lattice L,the the category of L-fuzzifying topological spaces is isomorphic to the cotower extension of the category of topological spaces, and it can be embbedded in the category of L-topological spaces as a simultaneously reflective and coreflective subcategory.
用拓扑范畴的co-tower扩张的概念厘清了不分明拓扑中若干基本范畴之间的关系，证明了对任意完全分配格L， L-模糊化拓扑空间范畴同构于拓扑空间范畴的co-tower扩张，并且可作为一同时反射余反射子范畴嵌入L-拓扑空间范畴中。
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We focus on a particular class of subsets in the above topological space which is named support-bounded constructible subset as an analogue of constructible subsets in module variety and is invariant under derived equivalence.
我们研究了复形拓扑空间的一类特殊的子集合，称为支撑有界可构集，它是普通模簇上可构集在导出范畴上的类比并且是导出不变的。
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-homology inverse and group homology inverse are defined in this paper on categories of topologicalspace with base point.
在点标拓扑空间范畴中引进了-同调逆和群同调逆的概念，并讨论了它们存在的条件和性质。
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Then we discuss the equivariant fibration and several results about the ordinary fibration are generalized to the equivariant category.
此后，我们对等变纤维化进行了研究并将拓扑空间范畴中纤维化的一些结果推广到了等变拓扑空间范畴。
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Categories more relevant to the metric structure can be found by limiting the morphisms to
就是说，在拓扑空间和连续映射范畴中，或在一致空间和一致连续映射范畴内，离散空间''X''是集合''X''上的
- 更多网络解释与拓扑空间范畴相关的网络解释 [注：此内容来源于网络，仅供参考]
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homotopy associativity：同伦结合性
homotopically equivalent space 同伦等价空间 | homotopy associativity 同伦结合性 | homotopy category of topological spaces 拓扑空间同伦范畴
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category of sets：集的范畴
category of modules 模的范畴 | category of sets 集的范畴 | category of topological spaces 拓扑空间的范畴
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category of topological spaces：拓扑空间的范畴
category of sets 集的范畴 | category of topological spaces 拓扑空间的范畴 | catenary 悬链线
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category of topological spaces：拓扑空间范畴
拓扑空间的伦型|homotopy type of topological spaces | 拓扑空间范畴|category of topological spaces | 拓扑流形|topological manifold
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homotopy category of topological spaces：拓扑空间同伦范畴
homotopy associativity 同伦结合性 | homotopy category of topological spaces 拓扑空间同伦范畴 | homotopy chain 同伦链
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homotopy chain：同伦链
homotopy category of topological spaces 拓扑空间同伦范畴 | homotopy chain 同伦链 | homotopy class 同伦类
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homotopy type of topological spaces：拓扑空间的伦型
拓扑空间|topological space | 拓扑空间的伦型|homotopy type of topological spaces | 拓扑空间范畴|category of topological spaces