Quadratic residues that are not primitive roots
arXiv:1710.04320
Abstract
We prove that any prime $p$ satisfying $Ï(p-1)\leq (p-1)/4$ contains two consecutive quadratic non-residues modulo $p$ neither of which is a primitive root modulo $p$.
arXiv:1710.04320
We prove that any prime $p$ satisfying $Ï(p-1)\leq (p-1)/4$ contains two consecutive quadratic non-residues modulo $p$ neither of which is a primitive root modulo $p$.