Every nonelementary hyperbolic group has a weakly malnormal, quasiconvex subgroup of the form F_n × A with A finite, extending Kapovich's theorem.
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On the existence of weakly malnormal quasiconvex subgroups of hyperbolic groups
Every nonelementary hyperbolic group has a weakly malnormal, quasiconvex subgroup of the form F_n × A with A finite, extending Kapovich's theorem.