Cartan-decomposition subgroups of SU.
Classical projective geometry and arithmetic groups.
Cocyle Representations of Solvable Lie Groups.
Cohomology of arithmetic subgroups of SL3 at infinity.
Commensurability classes and volumes of hyperbolic 3-manifolds
Complete Homogeneous Riemannian Manifolds of Negative Sectional Curvature.
Complex analytic geometry of complex parallelizable manifolds
Complex structures on the Iwasawa manifold.
Comportement harmonique des densités conformes et frontière de Martin
Traitant la série de Poincaré d’un groupe discret d’isométries en courbure négative comme un noyau de Green, on établit une théorie du potentiel assez comparable à la théorie classique pour affirmer un parallèle entre densités conformes à la Patterson-Sullivan et densités harmoniques, et notamment définir une frontière de Martin où les densités ergodiques forment la partie minimale, et enfin l’identifier géométriquement sous hypothèse d’hyperbolicité.
Conjugacy classes of finite solvable subgroups in Lie groups
Constructing conformally flat structures on some Seifert fibred 3-manifolds.
Continued fractions on the Heisenberg group
We provide a generalization of continued fractions to the Heisenberg group. We prove an explicit estimate on the rate of convergence of the infinite continued fraction and several surprising analogs of classical formulas about continued fractions.
Convexes divisibles III
Correction to the paper "Divergent trajectories of flows on homogeneous spaces and Diophantine approximations".
Correspondance de Howe et sous-groupes parahoriques.
Correspondence of Modular Forms to Cycles Associated to Sp (p, q).
Counting arithmetic subgroups and subgroup growth of virtually free groups
Let be a -adic field, and let endowed with the Haar measure determined by giving a maximal compact subgroup measure . Let denote the number of conjugacy classes of arithmetic lattices in with co-volume bounded by . We show that under the assumption that does not contain the element , where denotes the -th root of unity over , we have where denotes the order of the residue field of .
Counting problems and semisimple groups.
Criterion for proper actions on homogeneous spaces of reductive groups.
Crystallographic actions on Lie groups and post-Lie algebra structures
This survey on crystallographic groups, geometric structures on Lie groups and associated algebraic structures is based on a lecture given in the Ostrava research seminar in .