74 citations · 409 across the 38 of their papers we have counts for
43 papers
LInearity of Tubular Groups
Daniel T. Wise
We prove that a tubular group is linear if and only if it is residually finite, equivalently virtually primitive. Every such group embeds in $\SL_n(\Z[u])$. For a primitive tubular…
Nonpositive Towers in Bing's Neighbourhood
Max Chemtov, Daniel T. Wise
Every 2-dimensional spine of an aspherical 3-manifold has the nonpositive towers property, but every collapsed 2-dimensional spine of a 3-ball containing a 2-cell has an immersed s…
An Uncountable Family of Finitely Generated Residually Finite Groups
Hip Kuen Chong, Daniel T. Wise
We study a family of finitely generated residually finite groups. These groups are doubles of a rank- free group along an infinitely generated subgroup . V…
Continuously Many Quasi-isometry Classes of Residually Finite Groups
Hip Kuen Chong, Daniel T. Wise
We study a family of finitely generated residually finite small cancellation groups. These groups are quotients of depending on a subset of positive integers. Varying …
Linear isoperimetric functions for surfaces in hyperbolic groups
Macarena Arenas, Daniel T. Wise
We show that word-hyperbolic groups satisfy linear isoperimetric functions for all homotopy types of surface diagrams. This generalises the linear isoperimetric functions for disc…
Failure of the finitely generated intersection property for ascending HNN extensions of free groups
Jacob Bamberger, Daniel T. Wise
The main result in this paper is the failure of the finitely generated intersection property (FGIP) of ascending HNN extensions of non-cyclic finite rank free groups. This class of…