Jean Raimbault

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20112026

most citedCoxeter polytopes and Benjamini--Schramm convergence

2 citations · 3 across the 5 of their papers we have counts for

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math.GT2022★ 2 cited

Coxeter polytopes and Benjamini--Schramm convergence

Jean Raimbault

We observe that a large part of the volume of a hyperbolic polyhedron is taken by a tubular neighbourhood of its boundary, and use this to give a new proof for the finiteness of ar…

math.GT2020★ 1 cited

A model for random three--manifolds

Bram Petri, Jean Raimbault

We study compact three-manifolds with boundary obtained by randomly gluing together truncated tetrahedra along their faces. We prove that, asymptotically almost surely as the numbe…

math.GT2020

Twisted $L^{2}$ -torsion on the character variety

Léo Bénard, Jean Raimbault

We define a twisted $L^{2}$ -torsion on the character variety of 3-manifold $M$ and study some of its properties. In the case where $M$ is hyperbolic of finite volume, we prove that t…

Coxeter polytopes and Benjamini--Schramm convergence

A model for random three--manifolds

Twisted L2-torsion on the character variety

Twisted $L^{2}$ -torsion on the character variety