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Cite Publication Date: Mar 21, 2022 | |
 Citations: 1 |  License type: CC BY 4.0 |
Affiliation: Kent State University
AbstractLet $\eta (G)$ be the number of conjugacy classes of maximal cyclic subgroups of G. We prove that if G is a p-group of order $p^n$ and nilpotence class l, then $\eta (G)$ is bounded below by a linear function in $n/l$ .
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