On the Smallest Primitive Root of a Prime

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Authors

  • Calcutta University ,IN

DOI:

https://doi.org/10.18311/jims/1944/17083

Abstract

Let g(p) be the smallest primitive root of a prime p. Vinogradowf has proved that g(p) = 0(p1/2+e) for every positive e. The object of this note is to prove that g(P) = Ω (log logp). (1)