5 citations · 10 across the 3 of their papers we have counts for
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Maximal Representations of Surface Groups: Symplectic Anosov Structures
Marc Burger, Alessandra Iozzi, Francois Labourie +1
Let G be a connected semisimple Lie group such that the associated symmetric space X is Hermitian and let Gamma be the fundamental group of a compact orientable surface of genus at…
Crossratios, Surface Groups, SL(n,R) and C^{1}(S^1)\rtimes Diff (S^1)
F. Labourie
We present results connecting crossratios, representations of surface groups in and in an infinite dimensional group related to the group of diffeomorphisms of th…
Anosov Flows, Surface Groups and Curves in Projective Space
Francois Labourie
In 1990, Hitchin's proved a component of the space of representations of a surface group in SL(n,R) is homeomorphic to a ball. For n=2,3 this component has been identified with the…
Random k-Surfaces
Francois Labourie
The main result is the construction of ergodic transversal measures of full support on the space of all k-surfaces of a compact hyperbolic 3-manifold. This space is a laminated spa…
Fuchsian affine actions of surface groups
Francois Labourie
We define a fuchsian affine action of a surface group to be such that the linear part factors through a representation of . We prove a fuchsian affine action of…