Publications

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1702 Publications visible to you, out of a total of 1702

Abstract (Expand)

Harmonic map theory is used to show that a convex cocompact surface group action on a \mathrmCAT(-1) metric space fixes a convex copy of the hyperbolic plane (i.e. the action is Fuchsian) if and only if the Hausdorff dimension of the limit set of the action is equal to 1. This provides another proof of a result of Bonk and Kleiner. More generally, we show that the limit set of every convex cocompact surface group action on a \mathrmCAT(-1) space has Hausdorff dimension ≥1, where the inequality is strict unless the action is Fuchsian.

Authors: GEORGIOS DASKALOPOULOS, CHIKAKO MESE, ANDREW SANDERS, ALINA VDOVINA

Date Published: 1st Jul 2019

Publication Type: Journal

Abstract

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Authors: Felipe G Goicovic, Volker Springel, Sebastian T Ohlmann, Rüdiger Pakmor

Date Published: 1st Jul 2019

Publication Type: Journal

Abstract

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Authors: Falk Schreiber, Björn Sommer, Gary D. Bader, Padraig Gleeson, Martin Golebiewski, Michael Hucka, Sarah M. Keating, Matthias König, Chris Myers, David Nickerson, Dagmar Waltemath

Date Published: 26th Jun 2019

Publication Type: Journal

Abstract

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Authors: R Ardevol-Pulpillo, H-T Janka, O Just, A Bauswein

Date Published: 1st Jun 2019

Publication Type: Journal

Abstract

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Authors: P. L. Dufton, C. J. Evans, I. Hunter, D. J. Lennon, F. R. N. Schneider

Date Published: 1st Jun 2019

Publication Type: Journal

Abstract

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Authors: Gilles Ferrand, Donald C. Warren, Masaomi Ono, Shigehiro Nagataki, Friedrich K. Röpke, Ivo R. Seitenzahl

Date Published: 1st Jun 2019

Publication Type: Journal

Abstract

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Authors: L. Shingles, S. A. Sim, M. Kromer, K. Maguire, M. Bulla, C. Collins, C. P. Ballance, A. S. Michel, C. A. Ramsbottom, F. K. Ropke, I. R. Seitenzahl, N. B. Tyndall

Date Published: 1st Jun 2019

Publication Type: InProceedings

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