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https://doi.org/10.4153/s0008439524000912
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Cite Journal: Canadian Mathematical Bulletin |  Publication Date: Jan 13, 2025 |
Abstract We prove that virtually free groups are precisely the hyperbolic groups admitting a language of geodesic words containing a unique representative for each group element with bounded triangles. Equivalently, these are exactly the hyperbolic groups for which the model for the Gromov boundary defined by Silva is well defined.
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