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La structure des \(p\)-groupes de Sylow des groupes symétriques finis. (French) Zbl 0034.30501


MSC:

20D20 Sylow subgroups, Sylow properties, \(\pi\)-groups, \(\pi\)-structure

Keywords:

Group theory
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References:

[1] 1. A. KOUROCH , Théorie des groupes , Moscou, 1944 .
[2] 2. A. SPEISER , Die Theorie der Gruppen von endlicher Ordnung , 3 Aufl., Berlin, 1937 . Zbl 0017.15301 | JFM 63.0059.01 · Zbl 0017.15301
[3] 3. H. ZASSENHAUSS , Lehrbuch des Gruppentheorie , Berlin-Leipzig, 1937 . Zbl 0018.00901 | JFM 63.0058.03 · Zbl 0018.00901
[4] 4. PH. HALL , A contribution to the theorie of groups of prime power order (Proc. of London Math. Soc., 36, 1933 , p. 29-95). Zbl 0007.29102 | JFM 59.0147.02 · Zbl 0007.29102
[5] 5. G. A. MILLER , Determination of all groups of order pm (Bull. of Amer. Math. Soc., Série 2, Vol. 8, 1902 , p. 391). JFM 33.0156.01 · JFM 33.0156.01
[6] 6. BRAHANA , On isomorphisms of abelian groups of type (1, ..., 1) (Amer. Journ., Vol. LVI, 1934 , p. 53-61). Zbl 0008.20103 | JFM 60.0086.01 · Zbl 0008.20103
[7] 7. A. CHATELET , Les groupes abéliens finis , Paris-Lille, 1925 . JFM 51.0115.02 · JFM 51.0115.02
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