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math.DG2018
Schottky presentations of positive representations
Jean-Philippe Burelle, Nicolaus Treib
We show that the notion of -hyperconvexity on oriented flag manifolds defines a partial cyclic order. Using the notion of interval given by this partial cyclic order, we constru…
math.DG2018★ 4 cited
Domains of discontinuity in oriented flag manifolds
Florian Stecker, Nicolaus Treib
We study actions of discrete subgroups of semi-simple Lie groups on associated oriented flag manifolds. These are quotients , where the subgroup lies between a par…
math.DG2016★ 6 cited
Schottky groups and maximal representations
Jean-Philippe Burelle, Nicolaus Treib
We describe a construction of Schottky type subgroups of automorphism groups of partially cyclically ordered sets. We apply this construction to the Shilov boundary of a Hermitian…