Using elementary hyperbolic geometry, we give an explicit formula for the contraction constant of the skinning map over moduli spaces of relatively acylindrical hyperbolic manifolds.Comment: 15 pages, 3 figures. To appear in Proc. Amer. Math. So
The triangulation complexity of a closed orientable 3-manifold is the minimal number of tetrahedra i...
We construct a small, hyperbolic 3-manifold M with the property that, for any integer g >= 2, the...
On this side he fell down from Heaven, and the land which before stood out here made a veil of the s...
We prove that each solenoidal lamination with leaves isometric to the real-hyperbolic n-space and tr...
We give effective bilipschitz bounds on the change in metric between thick parts of a cusped hyperbo...
Let $\Sigma$ be a surface with $\chi (\Sigma) < 0$, and a representation $\rho $ from the fundamenta...
We study maximal stretch laminations associated to certain best Lipschitz circle valued maps in Dehn...
We determine the asymptotic behavior of the optimal Lipschitz constant for the systole map from Teic...
The setting is a square-tiled surface X. We study the quantity KVol, defined as the supremum over al...
The purpose of this article is twofold. The first aim is to characterize an $n$-dimensional hyperbol...
This paper shows that many hyperbolic manifolds obtained by glueing arithmetic pieces embed into hig...
A parabolic automorphism of a hyperkahler manifold is a holomorphic automorphism acting on $H^2(M)$ ...
We introduce a new real-valued invariant called the natural slope of a hyperbolic knot in the 3-sphe...
Skinning maps were introduced by William Thurston in the proof of the Geometrization Theorem for Hak...
Let $M$ be a closed hyperbolic 3-manifold. Let $\nu_{Gr(M)}$ denote the probability volume (Haar) me...
The triangulation complexity of a closed orientable 3-manifold is the minimal number of tetrahedra i...
We construct a small, hyperbolic 3-manifold M with the property that, for any integer g >= 2, the...
On this side he fell down from Heaven, and the land which before stood out here made a veil of the s...
We prove that each solenoidal lamination with leaves isometric to the real-hyperbolic n-space and tr...
We give effective bilipschitz bounds on the change in metric between thick parts of a cusped hyperbo...
Let $\Sigma$ be a surface with $\chi (\Sigma) < 0$, and a representation $\rho $ from the fundamenta...
We study maximal stretch laminations associated to certain best Lipschitz circle valued maps in Dehn...
We determine the asymptotic behavior of the optimal Lipschitz constant for the systole map from Teic...
The setting is a square-tiled surface X. We study the quantity KVol, defined as the supremum over al...
The purpose of this article is twofold. The first aim is to characterize an $n$-dimensional hyperbol...
This paper shows that many hyperbolic manifolds obtained by glueing arithmetic pieces embed into hig...
A parabolic automorphism of a hyperkahler manifold is a holomorphic automorphism acting on $H^2(M)$ ...
We introduce a new real-valued invariant called the natural slope of a hyperbolic knot in the 3-sphe...
Skinning maps were introduced by William Thurston in the proof of the Geometrization Theorem for Hak...
Let $M$ be a closed hyperbolic 3-manifold. Let $\nu_{Gr(M)}$ denote the probability volume (Haar) me...
The triangulation complexity of a closed orientable 3-manifold is the minimal number of tetrahedra i...
We construct a small, hyperbolic 3-manifold M with the property that, for any integer g >= 2, the...
On this side he fell down from Heaven, and the land which before stood out here made a veil of the s...
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