activity
20072026
most citedSimple dual braids, noncrossing partitions and Mikado braids of type

8 citations · 20 across the 20 of their papers we have counts for

collaborators

24 papers

math.GR2026

Finite permutation groups that act with fixity 4

Barbara Baumeister, Paula Hähndel, Kay Magaard +2

Motivated by the theory of Riemann surfaces and specifically the significance of Weierstrass points, we prove general structure results about finite groups that have a faithful tra…

math.GR2023

On the maximal overgroups of Sylow subgroups of finite groups

Barbara Baumeister, Timothy C. Burness, Robert M. Guralnick +1

In this paper, we determine the finite groups with a Sylow -subgroup contained in a unique maximal subgroup. The proof involves a reduction to almost simple groups, and our main…

math.GR2022

Finite simple permutation groups acting with fixity 4

Barbara Baumeister, Paula Hähndel, Kay Magaard +2

Motivated by the theory of Riemann surfaces and specifically the significance of Weierstrass points, we classify all finite simple groups that have a faithful transitive action wit…

math.GR2022★ 1 cited

Isomorphism and non-isomorphism for interval groups of type D_n

Barbara Baumeister, Derek F. Holt, Georges Neaime +1

We consider presentations that were derived in \cite{BaumeisterNeaimeRees} for the interval groups associated with proper quasi-Coxeter elements of the Coxeter group . We u…

math.GR2022★ 1 cited

Interval groups related to finite Coxeter groups, Part II

Barbara Baumeister, Derek F. Holt, Georges Neaime +1

We provide a complete description of the presentations of the interval groups related to quasi-Coxeter elements in finite Coxeter groups. In the simply laced cases, we show that ea…

math.RT2021

Extended Weyl groups, Hurwitz transitivity and weighted projective lines II: a uniform approach

Barbara Baumeister, Patrick Wegener, Sophiane Yahiatene

We continue the study of extended Weyl groups , which are reflection groups. Further we recall the definition of a hyperbolic cover of an extended Weyl group, and show that the…