Iker de las Heras

most citedA pro-

p

group with full normal Hausdorff spectra

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.GR2020★ 1 cited

A pro- $p$ group with full normal Hausdorff spectra

Iker de las Heras, Benjamin Klopsch

For each odd prime $p$ , we produce a $2$ -generated pro- $p$ group $G$ whose normal Hausdorff spectra \[ \mathrm{hspec}_{\trianglelefteq}^{\mathcal{S}}(G) = \{ \mathrm{hdim}_{G}^{\ma…

math.GR2019

Lower central words in finite $p$ -groups

Iker de las Heras, Marta Morigi

It is well known that the set of values of a lower central word in a group $G$ need not be a subgroup. For a fixed lower central word $γ_{r}$ and for $p \geq 5$ , Guralnick showed that…

A pro-p group with full normal Hausdorff spectra

Lower central words in finite p-groups

A pro- $p$ group with full normal Hausdorff spectra

Lower central words in finite $p$ -groups