A group G is said to be an AF C-group if for each element x of G, either x has finitely many conjugates or the factor group $C_G(x)$/ is finite. In this survey article some results concerning AFC-groups and (minimal-non-AFC)-groups are collected.
A note on groups with restrictions on centralizers of infinite index / DE FALCO, Maria. - In: NOTE DI MATEMATICA. - ISSN 1123-2536. - 36:suppl. 1(2016), pp. 1-13.
A note on groups with restrictions on centralizers of infinite index
DE FALCO, MARIA
2016
Abstract
A group G is said to be an AF C-group if for each element x of G, either x has finitely many conjugates or the factor group $C_G(x)$/ is finite. In this survey article some results concerning AFC-groups and (minimal-non-AFC)-groups are collected.File in questo prodotto:
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