Daniel T. Wise
I work on infinite groups and 3-manifolds. Specifically, my interests include:
1) Geometric Group Theory
including the following subjects:
Word Hyperbolic Groups, CAT(0) Groups, Automatic Groups.
2) Coherent Groups .A group G is coherent, if every finitely generated subgroup of G is finitely presented.
3) Residual Finiteness and Subgroup Separability.
A group G is residually finite, if the trivial subgroup is the intersection of finite index subgroups of G.
G is subgroup separable, if every finitely generated subgroup is the intersection of finite index subgroups of G.
4) 3-Manifolds. My research in 3-manifolds has focused on coherence and subgroup separability.
Some of my colleagues in Montreal with related interests are
You can download some papers.
e-mail: (type it backwards) ac.lligcm.htam@esiw
office: 923 Burnside Hall
phone: (514) 398-3850 (office)
(514) 398-3899 (fax)