INFORMATION TO USERS Page 1 INFORMATION TO USERS The negative microfilm of
this dissertation was prepared and inspected by the school granting the degree. We are …

We obtain a complete group classification of the Lie point symmetries of nonlinear Poisson
equations on generic (pseudo) Riemannian manifolds M. Using this result we study their …

This survey paper concerns mainly with some asymptotic topological properties of finitely
presented discrete groups: quasi-simple filtration (QSF), geometric simple connectivity …

Almost twenty years ago, WP Thurston established a firm link between classical geometry
and low-dimensional topology in dimension 3. The basic reference is [47]. These notes are …

We show that Thompson's group F does not satisfy Cannon's almost convexity condition AC
(n) for any positive integer n with respect to the standard generating set with two elements …

arXiv:math/9702202v1 [math.GR] 20 Feb 1997 Page 1 arXiv:math/9702202v1 [math.GR] 20
Feb 1997 Solvable Baumslag-Solitar Groups Are Not Almost Convex Charles F. Miller III and …

Geometric group theory is the study of groups from a geometric viewpoint. Much of the
essence of modern geometric group theory can be motivated by a revisitation of Dehn's …

A finite complete rewriting system for a group is a finite presentation which gives an
algorithmic solution to the word problem. Finite complete rewriting systems have proven to …

If M is a closed Nil geometry 3-manifold then π 1 (M) is almost convex with respect to a fairly
simple “geometric” generating set. If G is a central extension or a ℤ extension of a word …

A note on the PoeÂnaru condition Page 1 J. Group Theory 5 (2002), 119±127 Journal of Group
Theory ( de Gruyter 2002 A note on the PoeÂnaru condition Ilya Kapovich (Communicated by …