Summary. – We prove that are primitive the finite groups whose normalizers of the Sylow subgroups are primitive. We classify the groups of such class, denoted by NP, and we study the Schunck classes whose boundary is contained in N P. We give also necessary and sufficient conditions in order that the projectors be subnormally embedded.
Finite groups with primitive Sylow normalizers / D'Aniello, Alma; DE VIVO, Clorinda; Giordano, Gabriele. - In: BOLLETTINO DELL'UNIONE MATEMATICA ITALIANA. B. - ISSN 0392-4041. - STAMPA. - 8:5 - B(2002), pp. 235-245.
Finite groups with primitive Sylow normalizers
D'ANIELLO, ALMA;DE VIVO, CLORINDA;GIORDANO, GABRIELE
2002
Abstract
Summary. – We prove that are primitive the finite groups whose normalizers of the Sylow subgroups are primitive. We classify the groups of such class, denoted by NP, and we study the Schunck classes whose boundary is contained in N P. We give also necessary and sufficient conditions in order that the projectors be subnormally embedded.File in questo prodotto:
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