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More on the Topological and Homological Properties of the Orbit Space in a Compact Linear Lie Group Featuring a Commutative Connected Component. Conclusion
| Authors: Styrt O.G. | Published: 05.12.2018 |
| Published in issue: #6(81)/2018 | |
| DOI: 10.18698/1812-3368-2018-6-48-63 | |
| Category: Mathematics and Mechanics | Chapter: Substantial Analysis, Complex and Functional Analysis | |
| Keywords: Lie group, linear representation, topological quotient of an action, topological manifold, homology manifold | |
More on the Topological and Homological Properties of the Orbit Space in a Compact Linear Lie Group Featuring a Commutative Connected Component. Conclusion
| Authors: Styrt O.G. | Published: 05.12.2018 |
| Published in issue: #6(81)/2018 | |
| DOI: 10.18698/1812-3368-2018-6-48-63 | |
| Category: Mathematics and Mechanics | Chapter: Substantial Analysis, Complex and Functional Analysis | |
| Keywords: Lie group, linear representation, topological quotient of an action, topological manifold, homology manifold | |
Topological and Homological Properties of the Orbit Space of a Compact Linear Lie Group with a Commutative Connected Component
| Authors: Styrt O.G. | Published: 08.06.2018 |
| Published in issue: #3(78)/2018 | |
| DOI: 10.18698/1812-3368-2018-3-68-81 | |
| Category: Mathematics and Mechanics | Chapter: Substantial Analysis, Complex and Functional Analysis | |
| Keywords: Lie group, linear representation of a group, topological quotient of an action, topological manifold, homological manifold, linear representation of a group, topological quotient of an action | |
Topological and Homological Properties of the Orbit Space of a Compact Linear Lie Group with a Commutative Connected Component
| Authors: Styrt O.G. | Published: 08.06.2018 |
| Published in issue: #3(78)/2018 | |
| DOI: 10.18698/1812-3368-2018-3-68-81 | |
| Category: Mathematics and Mechanics | Chapter: Substantial Analysis, Complex and Functional Analysis | |
| Keywords: Lie group, linear representation of a group, topological quotient of an action, topological manifold, homological manifold, linear representation of a group, topological quotient of an action | |