A non-quasiconvexity embedding theorem for hyperbolic groups

Details A non-quasiconvexity embedding theorem for hyperbolic groups A non-quasiconvexity embedding theorem for hyperbolic groups

1997-04-11

arxiv.org/abs/math/9704203v1

Mathematics

Group Theory

AMS-TeX, 29 pages; figures are included is the Post-Script file

Scientific paper

We show that if $G$ is a non-elementary torsion-free word hyperbolic group
then there exists another word hyperbolic group $G^*$, such that $G$ is a
subgroup of $G^*$ but $G$ is not quasiconvex in $G^*$.

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