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    Centralizer $Z_G(S)$ of a subset

    FD-SSR6N

    Let \(G\) be a group and \(S\subseteq G\) a subset. The centralizer of \(S\) in \(G\) is \[ Z_G(S) \coloneqq \theset{g\in G \st gsg^{-1} = s \text{ for every } s\in S}. \]

    What is the centralizer $Z_G(S)$?

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