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Авторизация |
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Поиск по указателям |
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Kushkuley A., Balanov Z. — Geometric Methods in Degree Theory for Equivariant Maps |
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Предметный указатель |
14
14
45
45
45
46
38
60
-equivariant homotopy 75
-equivariant map 75
()-extendable 28
action 13
Action, concordant 18
Action, effective 14
Action, free 14
Action, semi-free 14
Admissible ordering 23
Cap-product 54
Class, fundamental 17
Class, Thom 55
Con() 94
Degree 17
Equivariant map 15
Fundamental domain 20
Genus 93
Groups, maximal torus 14
Groups, rank of group 14
Groups, torus 14
Groups, transformation group 13
Groups, Weyl group 14
Invariant set 13
Iso(X) 13—14
Join of maps 19
| Join of spaces 19
N(B, A) 44
Or(X) 23
Orbit 14
Orbit map 14
Orbit type 14
Orientation, homomorphism 18 102
Orientation, preserving map 18
Orientation, reserving map 18
Properties, -property 116
Properties, -property 117
retract 15
Retract, G-retract 16
Retract, neighborhood 16
Retraction 15
Space, -close 75
Space, ANR-space 15
Space, AR-space 15
Space, contractible 15
Space, ENR-space 16
Space, G-ENR-space 16
Space, G-space 14
Space, Hoelder 87—88
Space, k-connected 15
Space, locally contractible 15
Space, locally k-connected 15
Space, orbit 14
Subgroup of maximal rank 14
Subgroup, stationary 13
Torus 14
Torus, maximal 14
W(A, B) 44
Y(K) 67
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