Quasisimple group with cyclic Sylow p-subgroup and weakly real p-elements? – mathoverflow.net

Quasisimple group with cyclic Sylow p-subgroup and weakly real p-elements? – mathoverflow.net

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Does there exist a quasisimple group $G$ and an odd prime $p$ such that $G$ has cyclic Sylow $p$-subgroups and a weakly real element of $p$-power order? From Strongly real elements of odd order in ...

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