On quasiconformal groups

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Publication:1082479

DOI10.1007/BF02796595zbMath0603.30026MaRDI QIDQ1082479

Pekka Tukia

Publication date: 1986

Published in: Journal d'Analyse Mathématique (Search for Journal in Brave)




Related Items (32)

Quasiregular mappings on sub-Riemannian manifoldsRigidity for convex-cocompact actions on rank-one symmetric spacesLarge scale geometry of certain solvable groups.Conformal dimension and Gromov hyperbolic groups with 2-sphere boundary.On the logarithmic coarse structures of Lie groups and hyperbolic spacesSome topological characterizations of rational maps and Kleinian groupsBilipschitz equivalence is not equivalent to quasi-isometric equivalence for finitely generated groups.Quasiconformality in the geodesic flow of negatively curved manifoldsHyperbolic convexes and quasiisometries.Cocycles with one exponent over partially hyperbolic systemsA fibered Tukia theorem for nilpotent Lie groupsFlows, fixed points and rigidity for Kleinian groupsA note on laminations with symmetric leavesCoarse \(\mathcal{Z}\)-boundaries for groupsOn classification of higher rank Anosov actions on compact manifoldGroups quasi-isometric to right-angled Artin groupsUniformly quasiregular mappings of Lattès typeRecognizing constant curvature discrete groups in dimension 3Rigidity in holomorphic and quasiregular dynamicsMetric conformal structures and hyperbolic dimensionQuasiconformal groups with small dilatation IIStructure of partially hyperbolic Hénon mapsInduced quasi-actions: A remarkQuasi‐isometric groups with no common model geometryQuasi‐Mobius Homeomorphisms of Morse boundariesConformally formal manifolds and the uniformly quasiregular non-ellipticity of \((\mathbb{S}^2 \times\mathbb{S}^2)\#(\mathbb{S}^2\times\mathbb{S}^2)\)Lattice envelopesAnti-de Sitter strictly GHC-regular groups which are not latticesQuasiregular analogues of critically finite rational functions with parabolic orbifoldOn the asymptotic geometry of Abelian-by-cyclic groupsDifferentiability and rigidity of Möbius groupsQuasiconformal groups, Patterson-Sullivan theory, and local analysis of limit sets



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