Definition 44.2.8 (ICC).label Let $G$ be a group, then $G$ has infinite conjugacy classes (ICC) if every non-trivial conjugacy class of $G$ is infinite.
Definition 44.2.8 (ICC).label Let $G$ be a group, then $G$ has infinite conjugacy classes (ICC) if every non-trivial conjugacy class of $G$ is infinite.
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