Homogeneous compact geometries

Abstract

We classify compact homogeneous geometries of irreducible spherical type and rank at least 2 which admit a transitive action of a compact connected group, up to equivariant 2-coverings. We apply our classification to polar actions on compact symmetric spaces.

To appear in: Transformation Groups

References in corpus (2)

• Tits Geometry and Positive Curvature
• Polar foliations on symmetric spaces

Cited by in corpus (2)

• Tits Geometry and Positive Curvature
• Polar foliations on symmetric spaces