Publicación: Canonical Projections of Lie Groups as Equivariant Fibrations
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Topology Proceedings
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Grado Académico
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Given a Lie group G and its compact subgroup H, we consider G as an H-space endowed with the conjugation action and prove that the quotient projection G -> G/H is an equivariant H- fibration. As a consequence, every G-map E-> G/H is a G- fibration.
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Kantún-Montiel, A. L. (2019). Canonical Projections of Lie Groups as Equivariant Fibrations. Topology Proceedings, 54. https://topology.nipissingu.ca/tp/reprints/v54/tp54023.pdf