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most citedHyperideal polyhedra in hyperbolic manifolds

19 citations

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math.GT2004

Hyperideal circle patterns

Jean-Marc Schlenker

A ``hyperideal circle pattern'' in is a finite family of oriented circles, similar to the ``usual'' circle patterns but such that the closed disks bounded by the circles do n…

math.GT2004★ 7 cited

Length series on Teichmuller space

Greg McShane

We prove that a certain series defines a constant function using Wolpert's formula for the variation of the length of a geodesic along a Fenchel Nielsen twist. Subsequently we dete…

math.GT2002★ 19 cited

Hyperideal polyhedra in hyperbolic manifolds

Jean-Marc Schlenker

Let $(M, \dr M)$ be a 3-manifold with incompressible boundary that admits a convex co-compact hyperbolic metric. We consider the hyperbolic metrics on such that $\dr M$ looks l…