2 citations · 8 across the 12 of their papers we have counts for
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math.GT2019★ 2 cited
The (non)-relative hyperbolicity of the separating curve graph
Jacob Russell, Kate M. Vokes
We prove that the separating curve graph of a connected, compact, orientable surface with genus at least 3 and a single boundary component is not relatively hyperbolic. This comple…
math.GR2019
The local-to-global property for Morse quasi-geodesics
Jacob Russell, Davide Spriano, Hung Cong Tran
We show the mapping class group, CAT(0) groups, the fundamental groups of closed 3-manifolds, and certain relatively hyperbolic groups have a local-to-global property for Morse qua…
math.GT2019
From Hierarchical to Relative Hyperbolicity
Jacob Russell
We provide a simple, combinatorial criteria for a hierarchically hyperbolic space to be relatively hyperbolic by proving a new formulation of relative hyperbolicity in terms of hie…