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Luna-Vust theory for embeddings of homogenous spaces

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#algebraic-geometry #reference-request #algebraic-groups #homogeneous-spaces #equivariant-maps
238
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Are two equivariant maps between aspherical topological spaces homotopic?

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#algebraic-topology #homotopy-theory #equivariant-maps
54
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$\operatorname{Hom}_{\mathbb{Z}_2}(S^n,\mathbb{R}) \simeq S^n \times_{\mathbb{Z}_2} \mathbb{R}$

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#geometry #algebraic-topology #equivariant-maps
77
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Do colimits preserve free group actions?

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#category-theory #equivariant-maps
170
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Does the existence of an action on global sections give an equivariant structure on the bundle?

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#algebraic-geometry #representation-theory #complex-geometry #equivariant-maps
63
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Representation of Lie groups

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#group-theory #representation-theory #lie-groups #equivariant-maps
41
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On the preservation of group cohomology in certain quotients

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#homology-cohomology #group-cohomology #equivariant-maps #equivariant-cohomology
106
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On equivariant maps

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#equivariant-maps
139
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Equivariant homotopy vs homotopy of fixed points

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#algebraic-topology #equivariant-maps #equivariant-topology
64
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$spin(n)$ equivariance of Dirac operator

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#ordinary-differential-equations #clifford-algebras #spin-geometry #equivariant-maps
122
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Equivariant Surjective Map

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#abstract-algebra #equivariant-maps
219
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$G$-bundle Homotopy equivalence

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#algebraic-topology #homotopy-theory #fiber-bundles #equivariant-maps
1.1k
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What are some interesting functions that are equivariant under rotations in SO(3)?

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#group-theory #equivariant-maps
150
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Equivariant Diffeomorphism $S^2 \times S^3$ to itself with respect to the following $\mathbb{Z}_4$ action

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#differential-geometry #algebraic-topology #riemannian-geometry #group-actions #equivariant-maps
126
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Induced representations built on sections of an associated vector bundle. Questions on notations

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#representation-theory #vector-bundles #fiber-bundles #functors #equivariant-maps

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