WOS: 000531791800007We carry out numerical experiments to investigate the growth of torsion in their first homology of noncongruence subgroups of Bianchi groups. The data we collect suggest that the torsion homology growth conjecture of Bergeron and Venkatesh for congruence subgroups may apply to the noncongruence case as well
We study the growth of torsion in the abelianizations of finite index subgroups in finitely generate...
Numerical data concerning the growth of torsion in the first homology of non-arithmetic hyperbolic t...
The Bianchi groups are the groups (P)SL2 over a ring of integers in an imaginary quadratic number f...
WOS:000531791800007We carry out numerical experiments to investigate the growth of torsion in their ...
We carry out numerical experiments to investigate the growth of torsion in their first homology of n...
Numerical data concerning the growth of torsion in the first homology of congruence subgroups of non...
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...
International audienceIn this paper we prove that for a fixed neat principal congruence subgroup of ...
International audienceIn this paper we prove that for a fixed neat principal congruence subgroup of ...
International audienceIn this paper we prove that for a fixed neat principal congruence subgroup of ...
We compute the mod $p$ homology growth of residual sequences of finite index normal subgroups of rig...
Numerical data concerning the growth of torsion in the first homology of congruence subgroups of non...
Journal articleDenote by Q(root-m), with m a square-free positive integer, an imaginary quadratic nu...
Denote by Q(root-m), with m a square-free positive integer, an imaginary quadratic number field, and...
We study the growth of torsion in the abelianizations of finite index subgroups in finitely generate...
Numerical data concerning the growth of torsion in the first homology of non-arithmetic hyperbolic t...
The Bianchi groups are the groups (P)SL2 over a ring of integers in an imaginary quadratic number f...
WOS:000531791800007We carry out numerical experiments to investigate the growth of torsion in their ...
We carry out numerical experiments to investigate the growth of torsion in their first homology of n...
Numerical data concerning the growth of torsion in the first homology of congruence subgroups of non...
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...
International audienceIn this paper we prove that for a fixed neat principal congruence subgroup of ...
International audienceIn this paper we prove that for a fixed neat principal congruence subgroup of ...
International audienceIn this paper we prove that for a fixed neat principal congruence subgroup of ...
We compute the mod $p$ homology growth of residual sequences of finite index normal subgroups of rig...
Numerical data concerning the growth of torsion in the first homology of congruence subgroups of non...
Journal articleDenote by Q(root-m), with m a square-free positive integer, an imaginary quadratic nu...
Denote by Q(root-m), with m a square-free positive integer, an imaginary quadratic number field, and...
We study the growth of torsion in the abelianizations of finite index subgroups in finitely generate...
Numerical data concerning the growth of torsion in the first homology of non-arithmetic hyperbolic t...
The Bianchi groups are the groups (P)SL2 over a ring of integers in an imaginary quadratic number f...