activity
20082026
most citedAbstract commensurators of profinite groups

24 citations · 66 across the 23 of their papers we have counts for

collaborators

24 papers

math.GR2026

Generalising a Theorem of Lichtman

Giorgio Leoni, Conchita Martínez-Pérez, Thomas Weigel

We show that under a suitable additional hypothesis the restricted Zassenhaus $\F_p$-Lie algebra or the rational Magnus Lie algebra of a free amalgamated product is the free amalga…

math.QA2023★ 1 cited

A gentle introduction to Drinfel'd associators

Martin Bordemann, Andrea Rivezzi, Thomas Weigel

In this note we give an introduction to Drinfel'd's associator coming from the Knizhnik-Zamolodchikov connections and a self-contained proof of the hexagon and pentagon equations b…

math.NT2023★ 4 cited

Oriented right-angled Artin pro- groups and maximal pro- Galois groups

Simone Blumer, Claudio Quadrelli, Thomas S. Weigel

For a prime number we introduce and study oriented right-angled Artin pro- groups (oriented pro- RAAGs for short) associated to a finite oriented graph…

math.GR2022

Normal -coverings of the finite simple groups and their generalizations

Daniela Bubboloni, Pablo Spiga, Thomas Weigel

Given a finite group , we say that has weak normal covering number if is the smallest integer with admitting proper subgroups s…

math.GR2022

On the second cohomology of the norm one group of a p-adic division algebra

Mikhail Ershov, Thomas Weigel

Let be a -adic field, that is, a finite extension of . Let be a finite-dimensional central division algebra over and let be the group of eleme…

math.GR2022

Unimodular totally disconnected locally compact groups of rational discrete cohomological dimension one

Ilaria Castellano, Bianca Marchionna, Thomas Weigel

It is shown that a Stallings--Swan theorem holds in a totally disconnected locally compact (= t.d.l.c.) context (cf. Thm. B). More precisely, a compactly generated -b…