activity
20172022
most citedBeauville -groups of wild type and groups of maximal class

3 citations · 5 across the 5 of their papers we have counts for

collaborators

5 papers

math.GR2022

GGS-groups over primary trees: Branch structures

Elena Di Domenico, Gustavo A. Fernández-Alcober, Norberto Gavioli

We study branch structures in Grigorchuk-Gupta-Sidki groups (GGS-groups) over primary trees, that is, regular rooted trees of degree for a prime . Apart from a small set o…

math.RA20211 cited

Thin subalgebras of Lie algebras of maximal class

M. Avitabile, A. Caranti, N. Gavioli +3

For every field which has a quadratic extension we show there are non-metabelian infinite-dimensional thin graded Lie algebras all of whose homogeneous components, except t…

cs.CR2020

An Authenticated Key Scheme over Elliptic Curves for Topological Networks

Riccardo Aragona, Roberto Civino, Norberto Gavioli +1

Nodes of sensor networks may be resource-constrained devices, often having a limited lifetime, making sensor networks remarkably dynamic environments. Managing a cryptographic prot…

math.GR20173 cited

Beauville -groups of wild type and groups of maximal class

Gustavo A. Fernández-Alcober, Norberto Gavioli, Şükran Gül +1

Let be a Beauville finite -group. If exhibits a `good behaviour' with respect to taking powers, then every lift of a Beauville structure of is a Beauville struc…

math.GR20171 cited

Metabelian thin Beauville -groups

Norberto Gavioli, Şükran Gül, Carlo Scoppola

A non-cyclic finite -group is said to be thin if every normal subgroup of lies between two consecutive terms of the lower central series and