most citedA non-quasiconvex embedding of relatively hyperbolic groups

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

math.GR2012★ 1 cited

A non-quasiconvex embedding of relatively hyperbolic groups

Hadi Bigdely

For any finitely generated, non-elementary, torsion-free group that is hyperbolic relative to , we show that there exists a group containing such that $G^*…

math.GR2012

C(6) groups do not contain F_2 X F_2

Hadi Bigdely, Daniel T. Wise

We show that a group with a presentation satisfying the C(6) small cancellation condition cannot contain a subgroup isomorphic to F_2 X F_2.

math.GR2012

Quasiconvexity and relatively hyperbolic groups that split

Hadi Bigdely, Daniel T. Wise

We explore the combination theorem for a group G splitting as a graph of relatively hyperbolic groups. Using the fine graph approach to relative hyperbolicity, we find short proofs…