activity
20042014
most citedCentralizers of Lie Algebras Associated to the Descending Central Series of Certain Poly-Free Groups

8 citations · 16 across the 13 of their papers we have counts for

collaborators

13 papers

math.KT2014

On the K-theory of certain extensions of free groups

V. Metaftsis, S. Prassidis

We show that the K-FJCw holds for certain subgroups of Aut() constructed from Hol().

math.KT2014★ 3 cited

Revisiting Farrell's nonfiniteness of Nil

Jean-François Lafont, Stratos Prassidis, Kun Wang

We study Farrell Nil-groups associated to a finite order automorphism of a ring . We show that any such Farrell Nil-group is either trivial, or infinitely generated (as an abeli…

math.AT2013

Topological rigidity of quasitoric manifolds

V. Metaftsis, S. Prassidis

Quasitoric manifolds are manifolds that admit an action of the torus that is locally as the standard action of T^n on C^n. It is known that the quotients of such actions are nice m…

math.KT2010★ 1 cited

On the vanishing of the lower K-theory of the Holomorph of a free group on two generators

V. Metaftsis, S. Prassidis

We show that the holomorph of the free group on two generators satisfies the Farrell-Jones Fibered Isomorphism Conjecture. As a consequence, we show that the lower K-theory of the…

math.GR2009

On the linearity of the holomorph group of a free group on two generators

F. R. Cohen, V. Metaftsis, S. Prassidis

Let F_n denote the free group generated by n letters. The purpose of this article is to show that Hol(F_2), the holomorph of the free group on two generators, is linear. Consequent…

math.GR2007★ 1 cited

Remarks Concerning Lubotzky's Filtration

F. R. Cohen, Marston Conder, J. Lopez +1

A discrete group which admits a faithful, finite dimensional, linear representation over a field of characteristic zero is called linear. This note combines the natural…