Remarks on the classification of quasitoric manifolds up to equivariant homeomorphism

Details Remarks on the classification of quasitoric manifolds up to equivariant homeomorphism Remarks on the classification of quasitoric manifolds up to equivariant homeomorphism

2011-01-05

arxiv.org/abs/1101.0998v1

Arch. Math., 98 (2012), No. 1, 71-85

Mathematics

Geometric Topology

11 pages

Scientific paper

We give three sufficient criteria for two quasitoric manifolds (M,M') to be
(weakly) equivariantly homeomorphic.
We apply these criteria to count the weakly equivariant homeomorphism types
of quasitoric manifolds with a given cohomology ring.

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