1 citations · 1 across the 6 of their papers we have counts for
6 papers
Realising all countable groups as quasi-isometry groups
Paula Heim, Joseph MacManus, Lawk Mineh
Given any countable group , we construct uncountably many quasi-isometry classes of proper geodesic metric spaces with quasi-isometry group isomorphic to . Moreover, if the g…
Product separability in central extensions
Lawk Mineh
We show that a central extension of locally quasiconvex subgroup separable hyperbolic group is product separable, so long as it is subgroup separable. We also establish that a cent…
Tiling in some nonpositively curved groups
Joseph MacManus, Lawk Mineh
We prove that acylindrically hyperbolic groups are monotileable. That is, every finite subset of the group is contained in a finite tile. This provides many new examples of monotil…
Structure of quasiconvex virtual joins
Lawk Mineh
Let be a relatively hyperbolic group and let and be relatively quasiconvex subgroups. It is known that there are many pairs of finite index subgroups …
Separability in Morse local-to-global groups
Lawk Mineh, Davide Spriano
We show that in a Morse local-to-global group where stable subgroups are separable, the product of any stable subgroups is separable. As an application, we show that the product of…
Quasiconvexity of virtual joins and separability of products in relatively hyperbolic groups
Ashot Minasyan, Lawk Mineh
A relatively hyperbolic group is said to be QCERF if all finitely generated relatively quasiconvex subgroups are closed in the profinite topology on . Assume that is a Q…