I am looking for proof of the following result in elementary form ( Powell/ 1983, Kearnes/ 1984):
For any positive integer N, there exist infinitely many primes p such that N < {smallest primitive root mod p} < p — N.
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I am looking for proof of the following result in elementary form ( Powell/ 1983, Kearnes/ 1984): For any positive integer N, there exist infinitely many primes p such that N < {smallest primitive root mod p} < p — N. |
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closed as not a real question by Igor Rivin, Chandan Singh Dalawat, Dan Petersen, Andres Caicedo, Brendan McKay Jun 21 at 9:19 |