Author： Chernikov N. S.
Publisher： Springer Publishing Company
ISSN： 0041-5995
Source： Ukrainian Mathematical Journal, Vol.55, Iss.2, 2003-02, pp. : 352-353
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Abstract
Let G be an arbitrary FC-group, let R be its locally soluble radical, and let L/R = L(G/R). We prove that, for N \sgmltri; G, G/N is residually finite if R ⊆ N ⊆ L.
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