A stronger form of Neumann's BFC-theorem

22 Mar 2020 Acciarri Cristina Shumyatsky Pavel

Given a group $G$, we write $x^G$ for the conjugacy class of $G$ containing the element $x$. A famous theorem of B. H. Neumann states that if $G$ is a group in which all conjugacy classes are finite with bounded size, then the derived group $G'$ is finite... (read more)

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