On Finite Nonsolvable 5-Primary Groups with Disconnected Gruenberg–Kegel Graph Such that |π(G/F(G))| ≤ 4

This paper describes the chief factors of the commutator subgroups of finite nonsolvable groups G with disconnected Gruenberg–Kegel graph having exactly 5 vertices in the case where G / F ( G ) is an almost simple n -primary group for n ≤ 4.

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Veröffentlicht in:	Journal of mathematical sciences (New York, N.Y.) N.Y.), 2018-04, Vol.230 (3), p.398-410
Hauptverfasser:	Kolpakova, V. A., Kondrat’ev, A. S.
Format:	Artikel
Sprache:	eng
Schlagworte:	COMMUTATORS GRAPH THEORY GROUP THEORY MATHEMATICAL METHODS AND COMPUTING Mathematics Mathematics and Statistics Subgroups
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creator	Kolpakova, V. A. Kondrat’ev, A. S.
description	This paper describes the chief factors of the commutator subgroups of finite nonsolvable groups G with disconnected Gruenberg–Kegel graph having exactly 5 vertices in the case where G / F ( G ) is an almost simple n -primary group for n ≤ 4.
doi_str_mv	10.1007/s10958-018-3746-8
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subjects	COMMUTATORS GRAPH THEORY GROUP THEORY MATHEMATICAL METHODS AND COMPUTING Mathematics Mathematics and Statistics Subgroups
title	On Finite Nonsolvable 5-Primary Groups with Disconnected Gruenberg–Kegel Graph Such that \|π(G/F(G))\| ≤ 4
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