A group G is CF (core-finite) if H/H_G is finite for all subgroups H of G. Here we introduce some special subclasses of the class of CF-groups and consider whether locally graded groups in these classes are abelian-by-finite.
On infinite core-finite groups / Cutolo, Giovanni; J. C., Lennox; S., Rinauro; H., Smith; J., Wiegold. - In: PROCEEDINGS OF THE ROYAL IRISH ACADEMY. SECTION A, MATHEMATICAL AND PHYSICAL SCIENCES. - ISSN 0035-8975. - STAMPA. - 96:2(1996), pp. 169-175.
On infinite core-finite groups
CUTOLO, GIOVANNI;
1996
Abstract
A group G is CF (core-finite) if H/H_G is finite for all subgroups H of G. Here we introduce some special subclasses of the class of CF-groups and consider whether locally graded groups in these classes are abelian-by-finite.File in questo prodotto:
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