24 citations · 109 across the 19 of their papers we have counts for
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math.DG2012★ 14 cited
Polar actions on complex hyperbolic spaces
J. Carlos Diaz-Ramos, Miguel Dominguez-Vazquez, Andreas Kollross
We classify polar actions on complex hyperbolic spaces up to orbit equivalence.
math.DG2012
Nonnegatively curved homogeneous metrics obtained by scaling fibers of submersions
Megan M. Kerr, Andreas Kollross
We consider invariant Riemannian metrics on compact homogeneous spaces G/H where an intermediate subgroup K between G and H exists, so that the homogeneous space G/H is the total s…
math.DG2012★ 4 cited
Nonnegatively curved homogeneous metrics in low dimensions
Megan M. Kerr, Andreas Kollross
We consider invariant Riemannian metrics on compact homogeneous spaces where an intermediate subgroup between and exists. In this case, the homogeneous space $G/H…