Victor Bovdi and Cited - Free people check

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Zassenhaus conjecture for central extensions of S5 - De Gruyter

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by V Bovdi · · Cited by 43 — Zassenhaus conjecture for central extensions of S5. Victor Bovdi and Martin Hertweck. From the journal. https://doi.org JGT › doi › JGT › html

Descent cohomology and factorizations of groups - arXiv

arxiv.org

by V Bovdi · · Cited by 1 — Submission history. From: Victor Bovdi A. [view email] [v1] Wed, 6 Apr :07:26 UTC (18 KB). › math

GROUP ALGEBRAS WHOSE GROUP OF UNITS IS POWERFUL

www.cambridge.org

by V BOVDI · · Cited by 2 — VICTOR BOVDI. (Received 30 September 2008; accepted 3 June 2009). Communicated by E. A. O'Brien. Abstract. A p-group is called powerful if every commutator ... › services › content › view

modular group algebras with almost maximal lie nilpotency ...

www.jams.jp

by V BOVDI · Cited by 15 — VICTOR BOVDI. Received May 15, Abstract. Let K be a field of positive characteristic p and KG the group algebra of a group G. It is known that, ... › scm › contents

unit group of algebra of circulant matrices

web.iitd.ac.in

by RK SHARMA · Cited by 7 — Communicated by Victor Bovdi. Abstract. Let Crn(Fp) denote the algebra of n × n circulant matrices over Fp, the finite field of order p a prime. › Journal › Pooja_circulant

All web results to the name "Victor Bovdi"

AA Bovdi, II Khripta, “Generalized Lie nilpotent group rings ...

www.mathnet.ru

by AA Bovdi · · Cited by 27 — Victor Bovdi, Tibor Juhász, Ernesto Spinelli, “Modular Group Algebras with Almost Maximal Lie Nilpotency Indices”, Algebr Represent Theor, 9:3 (2006), ... › eng

Acta Mathematica Academiae Paedagogicae ...

www.emis.de

by V BOVDI · Cited by 2 — VICTOR BOVDI. Dedicated to Professor L.G. Kovács on his 70th birthday. Abstract. We describe those group algebras over fields of characteristic. by V Bovdi · · Cited by 2 — Symmetric Units and Group Identities in Group Algebras. I. Victor Bovdi. University of Debrecen. Abstract: We describe those group algebras over fields of ... › vol22_2 › amapn22_16.ps.gz › journals › AMAPN › vol22_2

Torsion units in integral group ring of Higman-Sims simple ...

akjournals.com

by V Bovdi · · Cited by 19 — Torsion units in integral group ring of Higman-Sims simple group. Authors: Victor Bovdi and Alexander Konovalov. View More View Less. › view › journals › article-p1

integral group ring of the mathieu simple group m World ...

www.worldscientific.com

by V BOVDI · · Cited by 13 — VICTOR BOVDI · ALEXANDER KONOVALOV. › doi

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