14 citations · 24 across the 11 of their papers we have counts for
13 papers
Parabolic-preserving deformations of cusped hyperbolic lattices
Samuel A. Ballas, Julien Paupert, Pierre Will
We study deformations of non-cocompact lattices of into and . A necessary condition for these deformations to remain discrete and f…
A Hilbert metric for bounded symmetric domains
Elisha Falbel, Antonin Guilloux, Pierre Will
Bounded symmetric domains carry several natural invariant metrics, for example the Carathéodory, Kobayashi or the Bergman metric. We define another natural metric, from generalized…
Slim curves, limit sets and spherical CR uniformisations
Elisha Falbel, Antonin Guilloux, Pierre Will
We consider here the -sphere seen as the boundary at infinity of the complex hyperbolic plane . It comes equipped with a contact structur…
Hilbert metric, beyond convexity
Elisha Falbel, Antonin Guilloux, Pierre Will
The Hilbert metric on convex subsets of has proven a rich notion and has been extensively studied. We propose here a generalization of this metric to subset of comple…
Rank 1 deformations of non-cocompact hyperbolic lattices
Samuel A. Ballas, Julien Paupert, Pierre Will
Let be a negatively curved symmetric space and a non-cocompact lattice in . We show that small, parabolic-preserving deformations of into the isometry gro…
On SL(3,)-representations of the Whitehead link group
Antonin Guilloux, Pierre Will
We describe a family of representations in SL(3,) of the fundamental group of the Whitehead link complement. These representations are obtained by considering pairs…