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Forum: Miscellaneous Math 2021-10-18, 14:23
Replies: 26
Views: 2,196
Posted By Nick
Yes, a typo - thanks!

Yes, a typo - thanks!
Forum: Miscellaneous Math 2021-10-18, 13:53
Replies: 26
Views: 2,196
Posted By Nick
If \(M_p=2^p-1\) is prime then, for all integers...

If \(M_p=2^p-1\) is prime then, for all integers n not divisible by \(M_p\), \(n^{2^p-2}\equiv 1\pmod{M_p}\) by Fermat's little theorem.
It is standard to use modulo arithmetic during the...
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