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Results tagged with gr.group-theory
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user 35115
Questions about the branch of algebra that deals with groups.
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For any n and some prime p there is an elemnet in Zp* of order n [closed]
How can I prove, that for any positive integer $n>0$ there is a prime $p$, such that the multiplicative group of the residue ring $Z_p^*$ contains an element $a$ of order $n$? No ideas at all...
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