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Dividing a topological space into mutually disjoint and mutually homeomorphic subspaces

机译：将拓扑空间划分为互不相交和互同胚的子空间

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Taniyama Kouki;
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年度 2002
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1. On sets of n-dimensional subspaces of projective spaces intersecting mutually in an (n - 2)-dimensional subspace [J] . Jorg Eisfeld Discrete mathematics . 2002,第1a3期

机译：在（n-2）维子空间中相交的投影空间的n维子空间的集合
2. Mutually Compactificable Topological Spaces [J] . Martin MariaKovár International journal of mathematics and mathematical sciences . 2007,第21期

机译：互可压缩拓扑空间
3. A new density-based subspace selection method using mutual information for high dimensional outlier detection [J] . Riahi-Madvar Mahboobeh, Azirani Ahmad Akbari, Nasersharif Babak, Knowledge-Based Systems . 2021,第Mara15期

机译：一种新的基于密度的子空间选择方法，该方法使用相互信息进行高维异常检测
4. Compound Mutual Subspace Method for 3D Object Recognition: A Theoretical Extension of Mutual Subspace Method [C] . Naoki Akihiro, Kazuhiro Pukui International workshop on video event categorization, tagging and retrieval;ACCV 2010;Workshop on gaze sensing and interactions;International workshop on visual surveillance;Workshop on computational photography and aesthetics;VECTaR;Workshop on e-Heritage;Workshop on application of computer vision for mixed and augmented reality;International workshop on subspace methods;Workshop on computer vision in vehicle technology: from earth to mars . 2011

机译：用于3D对象识别的复合互空间方法：互空间方法的理论扩展
5. A framework for Transfer learning: Maximization of quadratic mutual information to create discriminative subspaces. [D] . Khan, Mohammad Nazmul Alam. 2016

机译：转移学习的框架：最大化二次互信息以创建可区分的子空间。
6. ICA and IVA for Data Fusion: An Overview and a New Approach Based on Disjoint Subspaces [O] . Tulay Adali, M.A.B.S. Akhonda, Vince D. Calhoun -1

机译：ICA和IVA的数据融合：基于不相交子空间的概述和新方法
7. Comparison between Constrained Mutual Subspace Method and Orthogonal Mutual Subspace Method – From the viewpoint of orthogonalization of subspaces – [O] . FUKUI Kazuhiro, YAMAGUCHI Osamu 2006

机译：约束互子空间方法与正交互子空间方法的比较–从子空间正交化的角度–

Dividing a topological space into mutually disjoint and mutually homeomorphic subspaces

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