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Henrik Winther
“Invariant Connections on Non-Symmetric Isotropy Irreducible Homogeneous Spaces”
After reviewing the situation with the symmetric spaces, we present a
classification of G-invariant affine connections on non-symmetric strongly
isotropy irreducible homogeneous Riemannian manifolds. In the case of metric connections,
we investigate geometric properties such as being Einstein with skew-torsion.
Joint work with Ioannis Chrysikos and Christian Gustad.