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Isomorphism and non-isomorphism for interval groups of ...arXiv
arxiv.org
von B Baumeister · · Zitiert von: 1 — Isomorphism and non-isomorphism for interval groups of type D_n. Authors:Barbara Baumeister, Derek F. Holt, Georges Neaime, Sarah Rees. von B Baumeister · · Zitiert von: 1 — Isomorphism and non-isomorphism for interval groups of type D_n. Authors:Barbara Baumeister, Derek F. Holt, Georges Neaime, Sarah Rees.
Wißner-Verlag
www.wissner.com
von R Kießling · · Zitiert von: 3 — Barbara Baumeister. Fürsorge im Schatten der Kirche – Das Hirnsche Seelhaus Hans Heinrich Häffner.
On the maximal overgroups of Sylow subgroups of finite ...arXiv
arxiv.org
von B Baumeister · · Zitiert von: 2 — On the maximal overgroups of Sylow subgroups of finite groups. Authors:Barbara Baumeister, Timothy C. Burness, Robert M. Guralnick, Hung P. Tong ... von B Baumeister · · Zitiert von: 2 — On the maximal overgroups of Sylow subgroups of finite groups. Authors:Barbara Baumeister, Timothy C. Burness, Robert M. Guralnick, Hung P. Tong ...
Interval groups related to finite Coxeter groups, Part II - arXiv
arxiv.org
von B Baumeister · — Title:Interval groups related to finite Coxeter groups, Part II. Authors:Barbara Baumeister, Derek F. Holt, Georges Neaime, Sarah Rees. von B Baumeister · · Zitiert von: 1 — Isomorphism and non-isomorphism for interval groups of type D_n. Authors:Barbara Baumeister, Derek F. Holt, Georges Neaime, Sarah Rees. › math
A method of Bender applied to groups of J3-type
www.degruyter.com
Barbara Baumeister Barbara Baumeister, ... Citation Information: Journal of Group Theory. Volume 11, Issue 6, Pages 779–797, ISSN (Online) , ...
[ ] Commuting graphs of odd prime order elements in simple...
arxiv.org
Title: Commuting graphs of odd prime order elements in simple groups. Authors: Barbara Baumeister, Alexander Stein. (Submitted on 18 Aug 2009). Abstract: We study the commuting graph on elements of odd prime order in finite simple groups. The results are used in a forthcoming paper describing the structure of Bruck ...
[ ] Extended Weyl groups, Hurwitz transitivity and weighted...
arxiv.org
Authors:Barbara Baumeister, Patrick Wegener, Sophiane Yahiatene. (Submitted on 15 Aug (v1), last revised 14 Apr (this version, v2)).
[PDF] Dual approach to Coxeter and Artin groupsalgebra.ugent.be › pbrg › images › Baumeister
algebra.ugent.be
Barbara Baumeister. Bielefeld University- Faculty of Mathematics. (Joint work with Georges Neaime, Sarah Rees). Abstract. I will give an introduction to the ...
[ ] On the smallest non-abelian quotient of...
arxiv.org
Authors: Barbara Baumeister, Dawid Kielak, Emilio Pierro. (Submitted on 8 May 2017). Abstract: We show that the smallest non-abelian quotient of is , thus ...
Spectral Structures and Topological Methods in Mathematics
ems.press
von B Baumeister · · Zitiert von: 2 — Non-crossing partitions. Barbara Baumeister, Kai-Uwe Bux, Friedrich Götze, Dawid Kielak and Henning Krause. (1) Universität Bielefeld, Germany › doi
[ ] Non-crossing partitions
arxiv.org
Authors:Barbara Baumeister, Kai-Uwe Bux, Friedrich Götze, Dawid Kielak, Henning Krause · Download PDF. Abstract: Non-crossing partitions ...
Department of Computer Science, University of Oxford: Publication -...
www.cs.ox.ac.uk
The universal covers of certain semibiplanes. Barbara Baumeister and Dmitrii V. Pasechnik. ISSN − Journal. European J. Combin. MR Number. MR (98f:51015). Number. 5. Pages. 491–496. Volume Year
A note on the transitive Hurwitz action on decompositions of parabolic ...arxiv.org
arxiv.org
· A note on the transitive Hurwitz action on decompositions of parabolic Coxeter elements. Authors:Barbara Baumeister, Matthew Dyer, Christian ...
[ v1] Polytopes and Groups
arxiv.org
Submission history. From: Barbara Baumeister [view email] [v1] Thu, 10 Jan :54:53 UTC (12 KB) [v2] Thu, 3 Apr :15:27 UTC (12 KB). Full-text ...
Finite Groups Of Local Characteristic p
users.math.msu.edu
Barbara Baumeister: David Bundy: Andy Chermak: Niels Hebbinghaus : Ulrich Meierfrankenfeld: Mario Mainardis : Chris Parker: Gemma Parmeggiani: Peter Rowley: Bernd Stellmacher
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