Non-abelian symmetries of quasitoric manifolds

Details Non-abelian symmetries of quasitoric manifolds Non-abelian symmetries of quasitoric manifolds

2012-02-16

arxiv.org/abs/1202.3581v1

Mathematics

Geometric Topology

13 pages

Scientific paper

A quasitoric manifold (M) is a (2n)-dimensional manifold which admits an
action of an (n)-dimensional torus which has some nice properties. We determine
the isomorphism type of a maximal compact connected Lie-subgroup (G) of
(\Homeo(M)) which contains the torus. Moreover, we show that this group is
unique up to conjugation.

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