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Kim Ruane

math.GRmath.GTmath.CO

On Valency

published · living versions
W_ncuv2ek7·v1 · currentpublished
Morse accessibility with applications to Coxeter groups
with Matthew Cordes, Annette Karrer
1 version

Preprints & journals

11 papers in the corpus · 2007–2025
Local Connectivity of Right-angled Coxeter group boundaries2507.17574v1 · Michael Mihalik, Kim Ruane, Steve Tschantz2025 · 16 citationsJournal of Group Theory, vol. 10, (2007), pp.531-560
Hyperbolic groups and local connectivity2308.14964v2 · G. Christopher Hruska, Kim Ruane2023 · 0 citationsarXiv
The boundary rigidity of lattices in products of trees2109.09175v2 · Kasia Jankiewicz, Annette Karrer, Kim Ruane et al.2021 · 0 citationsarXiv
An introduction to semistability in geometric group theory1904.12947v2 · G. Christopher Hruska, Kim Ruane2019 · 0 citationsarXiv
Connectedness properties and splittings of groups with isolated flats1705.00784v3 · G. Christopher Hruska, Kim Ruane2017 · 9 citationsAlgebr. Geom. Topol. 21 (2021) 755-800
CAT(0)\mathrm{CAT}(0) Extensions of Right-angled Coxeter Groups1508.05403v1 · Charles Cunningham, Andy Eisenberg, Adam Piggott et al.2015 · 0 citationsTopology Proc., 48 (2016), pp 277-287
Recognizing Right-Angled Coxeter Groups Using Involutions1410.4589v2 · Charles Cunningham, Andy Eisenberg, Adam Piggott et al.2014 · 3 citationsPacific J. Math. 284 (2016) 41-77
CAT(0) cubical complexes for graph products of finitely generated abelian groups1310.8646v2 · Kim Ruane, Stefan Witzel2013 · 5 citationsNew York J. Math. 22 (2016), 637-651
The automorphism group of a graph product with no SIL0910.4886v1 · Ruth Charney, Kim Ruane, Nathaniel Stambaugh et al.2009 · 31 citationsarXiv
The automorphism group of the free group of rank two is a CAT(0) group0809.2034v3 · Adam Piggott, Kim Ruane, Genevieve S. Walsh2008 · 8 citationsMichigan Math. J. 59 (2010), no. 2, 297-302
On the automorphisms of a graph product of abelian groups0710.2573v1 · Mauricio Gutierrez, Adam Piggott, Kim Ruane2007 · 37 citationsGroups Geom. Dyn. 6 (2012), no. 1, 125-153
Career total: 23 works. 11 are in this corpus.

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