On the least square-free primitive root modulo p
classification
🧮 math.NT
keywords
leastmoduloprimitiverootsquaresquare-freedenote
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Let $g^{\square}(p)$ denote the least square-free primitive root modulo $p$. We show that $g^{\square}(p)< p^{0.96}$ for all $p$.
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