Generalized Higman groups have property R_∞ because their automorphism groups are acylindrically hyperbolic, with a new proof of the general criterion via Delzant's lemma.
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Property $R_\infty$ for generalized Higman groups
Generalized Higman groups have property R_∞ because their automorphism groups are acylindrically hyperbolic, with a new proof of the general criterion via Delzant's lemma.