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arxiv: 2005.06813 · v3 · pith:C6YBNGA7new · submitted 2020-05-14 · 🧮 math.GT

Quasi-isometric rigidity of three manifold groups

Peter Ha\"issinsky (I2M) , Cyril Lecuire (IMT) This is my paper
classification 🧮 math.GT
keywords groupsclassesfinitelygeneratedkleinianmanifoldproofquasi-isometric
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We provide a proof that the classes of finitely generated Kleinian groups and of three-manifold groups are quasi-isometrically rigid.

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  1. On groups with Schottky set boundary

    math.GT 2023-09 unverdicted novelty 5.0

    Characterizes relatively hyperbolic groups with Schottky set boundaries whose incidence graphs have 1 or 2 components.