Add to ORKGAbstract. We prove a continuity property for ending invariants of convergent sequences of Kleinian surface groups. We also analyze the bounded curve sets of such groups and show that their projections to non-annular subsurfaces lie a bounded Hausdorff distance from geodesics joining the projections of the ending invariants. 1
International audienceWe introduce an asymmetric distance function, which we call the ``left Hausdor...
Geometrically infinite Kleinian groups have non-conical limit sets with the cardinality of the conti...
Abstract: We give a nonstandard treatment of the notion of ends of proper geodesic metric spaces. We...
International audienceWe characterize sequences of Kleinian surface groups with convergent subsequen...
ABSTRACT. We characterize sequences of Kleinian surface groups with conver-gent subsequences in term...
ABSTRACT. We characterize sequences of Kleinian surface groups with conver-gent subsequences in term...
We examine the internal geometry of a Kleinian surface group and its relations to the asymptotic geo...
Abstract. We show that for a strongly convergent sequence of purely loxodromic finitely generated Kl...
Abstract. Thurston’s Ending Lamination Conjecture states that a hy-perbolic 3-manifold with finitely...
Abstract We prove a true bootstrapping result for convergence groups acting on a Peano continuum. We...
Abstract. We consider the problem of characterizing topologically the action of a Kleinian group on ...
We show that for a strongly convergent sequence of geometrically finite Kleinian groups with geometr...
AbstractIn this paper we prove that for a sequence {Gi,r} of r-generator Kleinian groups acting on R...
We show that for a strongly convergent sequence of purely loxodromic finitely generated Kleinian gro...
Abstract. We study the relationship between the algebraic and geometric limits of a sequence of isom...
International audienceWe introduce an asymmetric distance function, which we call the ``left Hausdor...
Geometrically infinite Kleinian groups have non-conical limit sets with the cardinality of the conti...
Abstract: We give a nonstandard treatment of the notion of ends of proper geodesic metric spaces. We...
International audienceWe characterize sequences of Kleinian surface groups with convergent subsequen...
ABSTRACT. We characterize sequences of Kleinian surface groups with conver-gent subsequences in term...
ABSTRACT. We characterize sequences of Kleinian surface groups with conver-gent subsequences in term...
We examine the internal geometry of a Kleinian surface group and its relations to the asymptotic geo...
Abstract. We show that for a strongly convergent sequence of purely loxodromic finitely generated Kl...
Abstract. Thurston’s Ending Lamination Conjecture states that a hy-perbolic 3-manifold with finitely...
Abstract We prove a true bootstrapping result for convergence groups acting on a Peano continuum. We...
Abstract. We consider the problem of characterizing topologically the action of a Kleinian group on ...
We show that for a strongly convergent sequence of geometrically finite Kleinian groups with geometr...
AbstractIn this paper we prove that for a sequence {Gi,r} of r-generator Kleinian groups acting on R...
We show that for a strongly convergent sequence of purely loxodromic finitely generated Kleinian gro...
Abstract. We study the relationship between the algebraic and geometric limits of a sequence of isom...
International audienceWe introduce an asymmetric distance function, which we call the ``left Hausdor...
Geometrically infinite Kleinian groups have non-conical limit sets with the cardinality of the conti...
Abstract: We give a nonstandard treatment of the notion of ends of proper geodesic metric spaces. We...