Hyperbolicity in non‐metric cubical small‐cancellation
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Peer-reviewed
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Abstract
AbstractGiven a non‐positively curved cube complex , we prove that the quotient of defined by a cubical presentation satisfying sufficient non‐metric cubical small‐cancellation conditions is hyperbolic provided that is hyperbolic. This generalises the fact that finitely presented classical small‐cancellation groups are hyperbolic.
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Publication status: Published
Funder: Cambridge Trust & Newnham College Scholarship
Funder: Denman Baynes Junior Research Fellowship
Funder: NSERC; doi: http://dx.doi.org/10.13039/501100000038
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Bulletin of the London Mathematical Society
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0024-6093
1469-2120
1469-2120
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Wiley
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Except where otherwised noted, this item's license is described as Attribution 4.0 International
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NSF (DMS‐2203307, DMS‐2238198)