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math.GR2023
Powerful 3-Engel groups
Iker de las Heras, Marialaura Noce, Gunnar Traustason
In this paper we study powerful 3-Engel groups. In particular, we find sharp upper bounds for the nilpotency class of powerful 3-Engel groups and the subclass of powerful metabelia…
math.GR2020★ 1 cited
A pro- group with full normal Hausdorff spectra
Iker de las Heras, Benjamin Klopsch
For each odd prime , we produce a -generated pro- group whose normal Hausdorff spectra \[ \mathrm{hspec}_{\trianglelefteq}^{\mathcal{S}}(G) = \{ \mathrm{hdim}_{G}^{\ma…