Exponential Torsion Growth for Random 3-Manifolds

Bram Petri; Daniel Valenzuela; David Bauer; Hyungryul Baik; Ilya Gekhtman; Sebastian Hensel; Thorben Kastenholz; Ursula Hamenst\"adt

arxiv: 1607.00631 · v3 · pith:7SBILRZXnew · submitted 2016-07-03 · 🧮 math.GT

Exponential Torsion Growth for Random 3-Manifolds

Hyungryul Baik , David Bauer , Ilya Gekhtman , Ursula Hamenst\"adt , Sebastian Hensel , Thorben Kastenholz , Bram Petri , Daniel Valenzuela This is my paper

classification 🧮 math.GT

keywords exponentialgrowthrandomtorsionadmitsbetticoverscyclic

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We show that a random 3-manifold with positive first Betti number admits a tower of cyclic covers with exponential torsion growth.

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Exponential Torsion Growth for Random 3-Manifolds

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