From Thompson to Baer–Suzuki: a sharp characterization of the solvable radical
N Gordeev, F Grunewald, B Kunyavskiĭ, E Plotkin - Journal of Algebra, 2010 - Elsevier
We prove that an element g of prime order> 3 belongs to the solvable radical R (G) of a finite
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
[PDF][PDF] FROM THOMPSON TO BAER–SUZUKI: A SHARP CHARACTERIZATION OF THE SOLVABLE RADICAL
N GORDEEV, F GRUNEWALD, B KUNYAVSKII… - webdoc.sub.gwdg.de
We prove that an element g of prime order> 3 belongs to the solvable radical H (G) of a finite
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
[引用][C] From Thompson to Baer-Suzuki: a sharp characterization of the solvable radical
B Kunyavskii, N Gordeev, F Grunewald, E Plotkin - Journal of Algebra, 2010 - pure.mpg.de
From Thompson to Baer-Suzuki: a sharp characterization of the solvable radical :: MPG.PuRe
Deutsch Hilfe Datenschutzhinweis Impressum Volltexte einbeziehen DetailsucheBrowse …
Deutsch Hilfe Datenschutzhinweis Impressum Volltexte einbeziehen DetailsucheBrowse …
[PDF][PDF] From Thompson to Baer–Suzuki: a sharp characterization of the solvable radical
N Gordeeva, F Grunewaldb, B Kunyavskiıc, E Plotkinc - u.math.biu.ac.il
We prove that an element g of prime order> 3 belongs to the solvable radical H (G) of a finite
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
From Thompson to Baer–Suzuki: A sharp characterization of the solvable radical
N Gordeev, F Grunewald, B Kunyavskiĭ, E Plotkin - Journal of Algebra, 2010 - infona.pl
We prove that an element g of prime order> 3 belongs to the solvable radical R (G) of a finite
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
[PDF][PDF] From Thompson to Baer-Suzuki: a sharp characterization of the solvable radical
N Gordeev, F Grunewald, B Kunyavskii, E Plotkin - 2009 - archive.mpim-bonn.mpg.de
We prove that an element g of prime order> 3 belongs to the solvable radical H (G) of a finite
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
[PDF][PDF] From Thompson to Baer–Suzuki: a sharp characterization of the solvable radical
N Gordeeva, F Grunewaldb, B Kunyavskiıc, E Plotkinc - u.cs.biu.ac.il
We prove that an element g of prime order> 3 belongs to the solvable radical H (G) of a finite
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
From Thompson to Baer-Suzuki: a sharp characterization of the solvable radical
N Gordeev, F Grunewald, B Kunyavskii… - arXiv preprint arXiv …, 2009 - arxiv.org
We prove that an element $ g $ of prime order $> 3$ belongs to the solvable radical $ R (G)
$ of a finite (or, more generally, a linear) group if and only if for every $ x\in G $ the subgroup …
$ of a finite (or, more generally, a linear) group if and only if for every $ x\in G $ the subgroup …
[PDF][PDF] FROM THOMPSON TO BAER–SUZUKI: A SHARP CHARACTERIZATION OF THE SOLVABLE RADICAL
N GORDEEV, F GRUNEWALD, B KUNYAVSKII… - arXiv preprint arXiv …, 2009 - Citeseer
We prove that an element g of prime order> 3 belongs to the solvable radical H (G) of a finite
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
(or, more generally, a linear) group if and only if for every x∈ G the subgroup generated by …
[引用][C] From Thompson to Baer-Suzuki: A sharp characterization of the solvable radical
N Gordeev, F Grunewald, B KunyavskiǏ, E Plotkin - Journal of Algebra, 2010 - elibrary.ru