Investigates quasi-isometric rigidity in extended admissible groups, suggesting significant geometrical implications.
We introduce the class of extended admissible groups, which include both fundamental groups of nongeometric 3‐manifolds and Croke–Kleiner admissible groups. We show that the class of extended admissible groups is quasi‐isometrically rigid.
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Margolis et al. (2026) studied this question.
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