Topological and homological properties of the orbit space of a compact linear Lie group with commutative connected component
Styrt, O. G.;
- Subject: 17B10, 17B45, 20G05, 20G20, 22C05, 22E45, 22E47 | Mathematics - Algebraic Geometryarxiv: Mathematics::Differential Geometry | Mathematics::Geometric Topology | Mathematics::Symplectic Geometry
The problem in question is whether the quotient space of a compact linear group is a topological manifold and whether it is a homological manifold. In the paper, the case of an infinite group with commutative connected component is considered.