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Cyclic module: Revision history


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  • curprev 19:2919:29, 16 October 2022 73.242.71.177 talk 3,273 bytes +35 its not just analogous to cyclic groups, cyclic groups are a specialization of the notion of cyclic module (and in that view, the relevant class of object is *Abelian* groups, not just groups in general) undo

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