12 citations · 19 across the 5 of their papers we have counts for
7 papers
Le flot géodésique des quotients geometriquement finis des géométries de Hilbert
Mickaël Crampon, Ludovic Marquis
We study the geodesic flow of geometrically finite quotients of Hilbert geometries, in particular its recurrence properties. We prove that, under a geometrical assumption on…
Finitude géométrique en géométrie de Hilbert + an erratum/addendum
Pierre-Louis Blayac, Mickaël Crampon, Ludovic Marquis
The paper is divided in 2 parts. The first part is the original paper of the second and third authors arXiv:1202.5442v2. The second part is an erratum/addendum written in english a…
Un lemme de Kazhdan-Margulis-Zassenhaus pour les géométries de Hilbert
Mickaël Crampon, Ludovic Marquis
We prove a Kazhdan-Margulis-Zassenhaus lemma for Hilbert geometries. More precisely, in every dimension there exists a constant such that, for any properly…
Exemples de variétés projectives strictement convexes de volume fini en dimension quelconque
Ludovic Marquis
We build examples of properly convex projective manifold which have finite volume, are not compact, nor hyperbolic in every dimension . On the way, we build Z…
Espace de Modules Marques des Surfaces Projectives Convexes de Volume Fini
Ludovic Marquis
This article follow the article {http://hal.archives-ouvertes.fr/hal-00361030/fr/} in which the author characterize the fact of being of finite volume for a convex projective surfa…
Surface projective convexe de volume fini
Ludovic Marquis
A convex projective surface is the quotient of a properly convex open of by a discret subgroup of . We give some caracterisations of the…