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When is a Local Homeomorphism between Continua a Homeomorphism? (Shape Theory and Topological Spaces)

机译：Continua之间的局部同胚何时是同胚？（形状理论和拓扑空间）

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作者
富永晃;
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年度 1981
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原文格式 PDF
正文语种 ja
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专利

1. SEMI-GENERALIZED HOMEOMORPHISMS AND GENERALIZED SEMI-HOMEOMORPHISMS IN TOPOLOGICAL SPACES [J] . R. DEVI, K. BALACHANDRAN, H. MAKI Indian Journal of Pure and Applied Mathematics . 1995,第3期

机译：拓扑空间中的半广义同态和广义半同态
2. COMPLETENESS OF THE HOMEOMORPHISM RELATION OF LOCALLY CONNECTED CONTINUA [J] . Ciesla Tomasz Proceedings of the American Mathematical Society . 2019,第3期

机译：局部连接的Converua的同源形态关系的完整性
3. Topological properties of spaces admitting a coaxial homeomorphism [J] . Nature reviews Cancer . 2020,第2期

机译：空间的拓扑特性承担同轴同源术的空间
4. On Fuzzy *μ - Irresolute Maps and Fuzzy *μ - Homeomorphism Mappings in Fuzzy Topological Spaces [C] . Sadanand Patil World Congress on Engineering . 2012

机译：关于模糊*μ - 模糊拓扑空间中的Inrelsolute地图和模糊*μ - Orformorphism映射
5. LOCAL CONNECTIVITY OF THE SPACE OF HOMEOMORPHISMS OF A NON-COMPACT MANIFOLD. [D] . HALL, PETER ROBIN. 1968

机译：非紧流形同胚空间的局部连通性。
6. Fixed Elements and Periodic Types for Homeomorphisms on S. L. C. Continua [O] . G. E. Schweigert 1943

机译：S. L. C. Continua上同胚的固定元素和周期类型
7. SGG -homeomorphisms and –GSG homeomorphisms in topological spaces [O] . Manoj Garg 2017

机译：拓扑空间中的SGG -Homeomphisms和-GSG同胚
8. Admissibility, Homeomorphism Extension and the AR-Property in Topological Linear Spaces [R] . van der Bijl, J., Dobrowolski, T., Hart, K. P., 1991

机译：可拓性，同胚扩展和拓扑线性空间中的aR-性质

When is a Local Homeomorphism between Continua a Homeomorphism? (Shape Theory and Topological Spaces)

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