E. Schesler

most citedAmenability and profinite completions of finitely generated groups

3 citations · 3 across the 2 of their papers we have counts for

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math.GR2022

The $Σ$ -invariants of $S$ -arithmetic subgroups of Borel groups

Eduard Schesler

Given a Chevalley group $G$ of classical type and a Borel subgroup $B \subseteq G$ , we compute the $Σ$ -invariants of the $S$ -arithmetic groups $\mathc…

math.GR2021★ 3 cited

Amenability and profinite completions of finitely generated groups

Steffen Kionke, Eduard Schesler

This article explores the interplay between the finite quotients of finitely generated residually finite groups and the concept of amenability. We construct a finitely generated, r…

The Σ-invariants of S-arithmetic subgroups of Borel groups

Amenability and profinite completions of finitely generated groups

The $Σ$ -invariants of $S$ -arithmetic subgroups of Borel groups