A group G is said to be an AFC-group if for each element x of G at least one of the indices |$C_G(x)$:| and |G:$C_G(x)$| is finite. Groups with this property appear as a natural generalization of those with finite conjugacy classes, and the aim of this paper is to investigate the structure of AFC-groups, and in particular the behaviour of their FC-centre
An element x of a group G is called an FC-element if the conjugacy class of x is finite. A group is ...
An element x of a group G is called an FC-element if the conjugacy class of x is finite. A group is ...
An element x of a group G is called an FC-element if the conjugacy class of x is finite. A group is ...
A group G is said to be an AFC-group if for each element x of G at least one of the indices |$C_G(x)...
A group G is said to have the AFC-property if for each element x of G at least one of the indices |G...
A group G is said to have the AFC-property if for each element x of G at least one of the indices |G...
A group G is said to be an AF C-group if for each element x of G, either x has finitely many conjuga...
A group G is said to be an AF C-group if for each element x of G, either x has finitely many conjuga...
A group G is said to be an AF C-group if for each element x of G, either x has finitely many conjuga...
A group G is called an FC-group if every conjugacy class of G is finite. FC-groups were first studie...
A group $G$ is said to be an {\it $AFC$-group} if for each element $x$ of $G$, either $x$ has finit...
A group G is called an FC-group if every conjugacy class of G is finite. FC-groups were first studie...
A group G is called an FC-group if every conjugacy class of G is finite. FC-groups were first studie...
A group G is called an FC-group if every conjugacy class of G is finite. FC-groups were first studie...
These notes come from courses and seminars given by the authors at the University of Salento and at ...
An element x of a group G is called an FC-element if the conjugacy class of x is finite. A group is ...
An element x of a group G is called an FC-element if the conjugacy class of x is finite. A group is ...
An element x of a group G is called an FC-element if the conjugacy class of x is finite. A group is ...
A group G is said to be an AFC-group if for each element x of G at least one of the indices |$C_G(x)...
A group G is said to have the AFC-property if for each element x of G at least one of the indices |G...
A group G is said to have the AFC-property if for each element x of G at least one of the indices |G...
A group G is said to be an AF C-group if for each element x of G, either x has finitely many conjuga...
A group G is said to be an AF C-group if for each element x of G, either x has finitely many conjuga...
A group G is said to be an AF C-group if for each element x of G, either x has finitely many conjuga...
A group G is called an FC-group if every conjugacy class of G is finite. FC-groups were first studie...
A group $G$ is said to be an {\it $AFC$-group} if for each element $x$ of $G$, either $x$ has finit...
A group G is called an FC-group if every conjugacy class of G is finite. FC-groups were first studie...
A group G is called an FC-group if every conjugacy class of G is finite. FC-groups were first studie...
A group G is called an FC-group if every conjugacy class of G is finite. FC-groups were first studie...
These notes come from courses and seminars given by the authors at the University of Salento and at ...
An element x of a group G is called an FC-element if the conjugacy class of x is finite. A group is ...
An element x of a group G is called an FC-element if the conjugacy class of x is finite. A group is ...
An element x of a group G is called an FC-element if the conjugacy class of x is finite. A group is ...
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