We show that for a strongly convergent sequence of purely loxodromic finitely generated Kleinian groups with incompressible ends, Cannon-Thurston maps, viewed as maps from a fixed base limit set to the Riemann sphere, converge uniformly. For algebraically convergent sequences we show that there exist examples where even pointwise convergence of Cannon-Thurston maps fails
Abstract. We study the relationship between the algebraic and geometric limits of a sequence of isom...
this paper I organize higher-dimensional Kleinian groups according to the topology of their limit se...
International audienceWe consider a compact orientable hyperbolic 3-manifold with a compressible bou...
Abstract. We show that for a strongly convergent sequence of purely loxodromic finitely generated Kl...
We show that for a strongly convergent sequence of geometrically finite Kleinian groups with geometr...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/135386/1/jlms0489.pd
Troels Jørgensen conjectured that the algebraic and geometric limits of an algebraically convergent ...
We consider the relation between geometrically finite groups and their limit sets in infinite-dimens...
The overall aim of this note is to initiate a ‘manifold’ theory for metric Diophantine approximation...
Geometrically infinite Kleinain groups have nonconical limit sets with the cardinality of the contin...
A Kleinian group is, by definition, a group of orientation preserving isometries of the 3-dimensiona...
The notion of i-bounded geometry generalises simultaneously bounded geometry and the geometry of pun...
The notion of i-bounded geometry generalises simultaneously bounded geometry and the geometry of pun...
AbstractIn this paper we prove that for a sequence {Gi,r} of r-generator Kleinian groups acting on R...
The overall aim of this note is to initiate a ‘manifold’ theory for metric Diophantine approximation...
Abstract. We study the relationship between the algebraic and geometric limits of a sequence of isom...
this paper I organize higher-dimensional Kleinian groups according to the topology of their limit se...
International audienceWe consider a compact orientable hyperbolic 3-manifold with a compressible bou...
Abstract. We show that for a strongly convergent sequence of purely loxodromic finitely generated Kl...
We show that for a strongly convergent sequence of geometrically finite Kleinian groups with geometr...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/135386/1/jlms0489.pd
Troels Jørgensen conjectured that the algebraic and geometric limits of an algebraically convergent ...
We consider the relation between geometrically finite groups and their limit sets in infinite-dimens...
The overall aim of this note is to initiate a ‘manifold’ theory for metric Diophantine approximation...
Geometrically infinite Kleinain groups have nonconical limit sets with the cardinality of the contin...
A Kleinian group is, by definition, a group of orientation preserving isometries of the 3-dimensiona...
The notion of i-bounded geometry generalises simultaneously bounded geometry and the geometry of pun...
The notion of i-bounded geometry generalises simultaneously bounded geometry and the geometry of pun...
AbstractIn this paper we prove that for a sequence {Gi,r} of r-generator Kleinian groups acting on R...
The overall aim of this note is to initiate a ‘manifold’ theory for metric Diophantine approximation...
Abstract. We study the relationship between the algebraic and geometric limits of a sequence of isom...
this paper I organize higher-dimensional Kleinian groups according to the topology of their limit se...
International audienceWe consider a compact orientable hyperbolic 3-manifold with a compressible bou...
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