,On a Graph Related to Subgroups Generated by a Conjugacy Class in Finite Groups

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Let G be a group,and let (→Γ)C(G) be a digraph whose vertices are the non-trivial conjugacy classes of G and there is an arc from a vertex C to a vertex C’if and only if C ≠ C’and .In this paper,we characterize finite groups G whose associated digraphs Γc(G) are oriented trees.
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