Add to ORKGWe study the growth of torsion in the abelianizations of finite index subgroups in finitely generated metabelian groups. This complements earlier work of Kar, Kropholler and the author which covered the finitely presented amenable groups
Abstract. We investigate the rank gradient and growth of torsion in homol-ogy in residually finite g...
We compute the mod $p$ homology growth of residual sequences of finite index normal subgroups of rig...
For a centre-by-metabelian pro-p group G of type FP2m, for some m >= 1, we show that sup(M is an ele...
International audienceWe prove new vanishing results on the growth of higher torsion homologies for ...
We prove that torsion in the abelianizations of open normal subgroups in finitely presented pro-Unkn...
We prove new vanishing results on the growth of higher torsion homologies for suitable arithmetic la...
We investigate the homology of finite index subgroups G_i of a given finitely presented group G. Spe...
We prove new vanishing results on the growth of higher torsion homologies for suitable arithmetic la...
We investigate the homology of finite index subgroups G_i of a given finitely presented group G. Spe...
WOS:000531791800007We carry out numerical experiments to investigate the growth of torsion in their ...
WOS: 000531791800007We carry out numerical experiments to investigate the growth of torsion in their...
Suppose an amenable group G is acting freely on a simply connected simplicial complex (Formula prese...
Suppose an amenable group G is acting freely on a simply connected simplicial complex (Formula prese...
We investigate the rank gradient and growth of torsion in homology in residually finite groups. As a...
We investigate the rank gradient and growth of torsion in homology in residually finite groups. As a...
Abstract. We investigate the rank gradient and growth of torsion in homol-ogy in residually finite g...
We compute the mod $p$ homology growth of residual sequences of finite index normal subgroups of rig...
For a centre-by-metabelian pro-p group G of type FP2m, for some m >= 1, we show that sup(M is an ele...
International audienceWe prove new vanishing results on the growth of higher torsion homologies for ...
We prove that torsion in the abelianizations of open normal subgroups in finitely presented pro-Unkn...
We prove new vanishing results on the growth of higher torsion homologies for suitable arithmetic la...
We investigate the homology of finite index subgroups G_i of a given finitely presented group G. Spe...
We prove new vanishing results on the growth of higher torsion homologies for suitable arithmetic la...
We investigate the homology of finite index subgroups G_i of a given finitely presented group G. Spe...
WOS:000531791800007We carry out numerical experiments to investigate the growth of torsion in their ...
WOS: 000531791800007We carry out numerical experiments to investigate the growth of torsion in their...
Suppose an amenable group G is acting freely on a simply connected simplicial complex (Formula prese...
Suppose an amenable group G is acting freely on a simply connected simplicial complex (Formula prese...
We investigate the rank gradient and growth of torsion in homology in residually finite groups. As a...
We investigate the rank gradient and growth of torsion in homology in residually finite groups. As a...
Abstract. We investigate the rank gradient and growth of torsion in homol-ogy in residually finite g...
We compute the mod $p$ homology growth of residual sequences of finite index normal subgroups of rig...
For a centre-by-metabelian pro-p group G of type FP2m, for some m >= 1, we show that sup(M is an ele...