Add to ORKGIn this paper we prove that if M is a compact, hyperbolizable 3-manifold, which is not a handlebody, then the Hausdor dimension of the limit set is continuous in the strong topology on the space of marked hyperbolic 3-manifolds homotopy equivalent to M. We similarly observe that for any compact hyperbolizable 3-manifold M (including a handlebody), the bottom of the spectrum of the Lapla-cian gives a continuous function in the strong topology on the space of topologically tame hyperbolic 3-manifolds homotopy equivalent to M.
Geometrically infinite Kleinain groups have nonconical limit sets with the cardinality of the contin...
Let Gamma be a singly degenerate closed surface group acting properly discontinuously on hyperbolic ...
AbstractLet Jσ be the Julia-Lavaurs set of a hyperbolic Lavaurs map gσ be its Hausdorff dimension. W...
In this paper we prove that if M is a compact, hyperbolizable 3-manifold, which is not a handlebody,...
In this paper we study the set of bounded geodesics on a general, geometrically finite (N + 1)-manif...
We study the deformation space of hyperbolic 3-manifolds homotopy equivalent to a fixed hyperbolizab...
Abstract. We study the relationship between the algebraic and geometric limits of a sequence of isom...
This paper investigates the behavior of the Hausdorff dimensions of the limit sets \(\Lambda_n\) and...
We prove that the relative homological dimension of a Kleinian group G does not exceed 1 + ...
Let N be a compact three-manifold with boundary containing k tori. Assume that the interior of N is ...
Our small group convened to discuss, informally, current and new directions for research in Kleinian...
We prove that Kleinian groups whose limit sets are Cantor sets of Hausdorff dimension 0 an example ...
In this dissertation, we investigate the geometry of convex cores of hyperbolic 3-manifolds. Specifi...
Let N be a compact three-manifold with boundary containing k tori. Assume that the interior of N is ...
In this dissertation, we investigate the geometry of convex cores of hyperbolic 3-manifolds. Specifi...
Geometrically infinite Kleinain groups have nonconical limit sets with the cardinality of the contin...
Let Gamma be a singly degenerate closed surface group acting properly discontinuously on hyperbolic ...
AbstractLet Jσ be the Julia-Lavaurs set of a hyperbolic Lavaurs map gσ be its Hausdorff dimension. W...
In this paper we prove that if M is a compact, hyperbolizable 3-manifold, which is not a handlebody,...
In this paper we study the set of bounded geodesics on a general, geometrically finite (N + 1)-manif...
We study the deformation space of hyperbolic 3-manifolds homotopy equivalent to a fixed hyperbolizab...
Abstract. We study the relationship between the algebraic and geometric limits of a sequence of isom...
This paper investigates the behavior of the Hausdorff dimensions of the limit sets \(\Lambda_n\) and...
We prove that the relative homological dimension of a Kleinian group G does not exceed 1 + ...
Let N be a compact three-manifold with boundary containing k tori. Assume that the interior of N is ...
Our small group convened to discuss, informally, current and new directions for research in Kleinian...
We prove that Kleinian groups whose limit sets are Cantor sets of Hausdorff dimension 0 an example ...
In this dissertation, we investigate the geometry of convex cores of hyperbolic 3-manifolds. Specifi...
Let N be a compact three-manifold with boundary containing k tori. Assume that the interior of N is ...
In this dissertation, we investigate the geometry of convex cores of hyperbolic 3-manifolds. Specifi...
Geometrically infinite Kleinain groups have nonconical limit sets with the cardinality of the contin...
Let Gamma be a singly degenerate closed surface group acting properly discontinuously on hyperbolic ...
AbstractLet Jσ be the Julia-Lavaurs set of a hyperbolic Lavaurs map gσ be its Hausdorff dimension. W...