The σ 2-invariants of the generalised Thompson group are calculated for n≥3. The case n=2 was solved in Bieri et al. (2010) [5]. © 2012 Elsevier Inc.371430456Bestvina, M., Brady, N., Morse theory and finiteness properties of groups (1997) Invent. Math., 129 (3), pp. 445-470Bieri, R., Homological Dimension of Discrete Groups (1981) Math. Notes, , QMW College, LondonBieri, R., Geoghegan, R., Connectivity properties of group actions on non-positively curved spaces (2003) Mem. Amer. Math. Soc., 161 (765)Bieri, R., Geoghegan, R., Sigma invariants of direct products of groups (2010) Groups Geom. Dyn., 4 (2), pp. 251-261Bieri, R., Geoghegan, R., Kochloukova, D.H., The Sigma invariants of Thompson's group F, Groups (2010) Geom. Dyn., 4 (2), pp. 263...
We study Richard Thompson\u27s group V, and some generalizations of this group. V was one of the fir...
It is shown in Lehnert and Schweitzer ('The co-word problem for the Higman-Thompson group is context...
The recent paper The further chameleon groups of Richard Thompson and Graham Higman: automorphisms v...
AbstractThe Σ2-invariants of the generalised Thompson groupFn,∞=〈x0,x1,…,xn,…|xixj=xi+n−1 for i>j⩾0〉...
The Sigma(2)-invariants of the generalised Thompson group F-n,F-infinity = j >= 0 > are calculated ...
AbstractThe Σ2-invariants of the generalised Thompson groupFn,∞=〈x0,x1,…,xn,…|xixj=xi+n−1 for i>j⩾0〉...
Orientador: Dessislava H. KochloukovaDissertação (mestrado) - Universidade Estadual de Campinas, In...
We classify the Bieri–Neumann–Strebel–Renz invariant Σ1(G) for a class of Artin groups based on the ...
Neste projeto de mestrado, estudamos um dos grupos de Richard Thompson e apresentamos os cálculos de...
We study Richard Thompson\u27s group V, and some generalizations of this group. V was one of the fir...
The Bieri-Neumann-Strebel invariant ∑m (G) of a group G is a certain subset of a sphere that contain...
We construct a family of groups from suitable higher rank graphs which are analogues of the finite s...
AbstractGiven a group G acting on a 2-complex X we construct, depending on several choices, a 2-comp...
We find some perhaps surprising isomorphism results for the groups {Vn(G)}, where Vn(G) is a supergr...
We study Richard Thompson\u27s group V, and some generalizations of this group. V was one of the fir...
We study Richard Thompson\u27s group V, and some generalizations of this group. V was one of the fir...
It is shown in Lehnert and Schweitzer ('The co-word problem for the Higman-Thompson group is context...
The recent paper The further chameleon groups of Richard Thompson and Graham Higman: automorphisms v...
AbstractThe Σ2-invariants of the generalised Thompson groupFn,∞=〈x0,x1,…,xn,…|xixj=xi+n−1 for i>j⩾0〉...
The Sigma(2)-invariants of the generalised Thompson group F-n,F-infinity = j >= 0 > are calculated ...
AbstractThe Σ2-invariants of the generalised Thompson groupFn,∞=〈x0,x1,…,xn,…|xixj=xi+n−1 for i>j⩾0〉...
Orientador: Dessislava H. KochloukovaDissertação (mestrado) - Universidade Estadual de Campinas, In...
We classify the Bieri–Neumann–Strebel–Renz invariant Σ1(G) for a class of Artin groups based on the ...
Neste projeto de mestrado, estudamos um dos grupos de Richard Thompson e apresentamos os cálculos de...
We study Richard Thompson\u27s group V, and some generalizations of this group. V was one of the fir...
The Bieri-Neumann-Strebel invariant ∑m (G) of a group G is a certain subset of a sphere that contain...
We construct a family of groups from suitable higher rank graphs which are analogues of the finite s...
AbstractGiven a group G acting on a 2-complex X we construct, depending on several choices, a 2-comp...
We find some perhaps surprising isomorphism results for the groups {Vn(G)}, where Vn(G) is a supergr...
We study Richard Thompson\u27s group V, and some generalizations of this group. V was one of the fir...
We study Richard Thompson\u27s group V, and some generalizations of this group. V was one of the fir...
It is shown in Lehnert and Schweitzer ('The co-word problem for the Higman-Thompson group is context...
The recent paper The further chameleon groups of Richard Thompson and Graham Higman: automorphisms v...