Local-to-global principles for the topology of boundaries of hyperbolic groups
Two weeks ago a paper was posted (by Benjamin Barrett) on the arXiv (arXiv:2004.11650) proving the following theorem about Gromov boundaries of word hyperbolic groups: Let \(G\) be a one-ended hyperbolic group. Then \(\partial G\) is locally simply-connected if and only if for every point \(\xi\in \partial G\) the space \(\partial G \setminus \xi\) is … Continue reading "Local-to-global principles for the topology of boundaries of hyperbolic groups"