您的位置:汉字大全 > 行业英语 > 数学 > homotopy category of topological spaces是什么意思

homotopy category of topological spaces是什么意思

中文翻译拓扑空间同伦范畴

网络释义

1)homotopy category of topological spaces,拓扑空间同伦范畴2)category of topological spaces,拓扑空间的范畴3)weak topological category,弱拓扑范畴4)FHaus topology category,FHaus拓扑范畴5)homotopy category,同伦范畴6)Finite topological category,有限拓扑范畴

用法例句

    Categorical properties of pre-topological spaces with some separations

    具有分离性的预拓扑空间的范畴性质

    The Extremal Monomorphism in FHaus and the Compactness of Lawson Topology in Dcpo;

    FHaus拓扑范畴的超单态与dcpo上lawson拓扑的紧性

    Dual Toplogy Categories of L-Fuzzy and Equivalence Order Factor;

    与L-Fuzzy对偶的拓扑范畴及等价函子

    On Spatial Metaphorical Expansion of the Word "From" From the Perspective of Prototype Categorization Theory

    原型范畴化理论视域下“from”的空间隐喻拓展

    Theory of Topological Degree and Fixed Point Theorems in Fuzzy Normed Space;

    模糊赋范空间上的拓扑度理论与不动点定理

    On Linearly Topological Property of Fuzzy Normed Linear Space;

    关于模糊赋范线性空间的线性拓扑性质

    A topologic space or surface.

    簇拓扑学的空间或面

    metrizable topological space

    可度量化的拓扑空间

    THE TИXOHOB THEOREM OF GENERALIZED TOPOLOGICAL SPACES

    广义拓扑空间的ТИХОНОВ定理

    Infinite-Dimensional Topology in Hilbert Space;

    Hilbert空间上的无穷维拓扑

    The Research of Fuzzifying Semi-open Topological Theory;

    Fuzzifying半拓扑空间的研究

    γ-Sets in L-Fuzzy Topology Spaces;

    L-Fuzzy拓扑空间中的γ-集

    Quasi-Lindel-f Properties in LF-Topological Spaces;

    LF-拓扑空间的拟Lindelf性

    Fuzzy Topological Spaces and Bitopological Spaces

    不分明拓扑空间与双拓扑空间的正规性

    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

    A Generalization of Fibrewise Separation Condition in the Generalized Fibrewise Topological Category;

    广义纤维拓扑范畴中纤维分离条件的推广

    This lattice is a Semi-topological invariant.

    这个格是拓扑空间的一个半拓扑不变量。

    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

Copyright © 2022-2024 汉字大全www.hanzidaquan.com All Rights Reserved 浙ICP备20019715号