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Graduate Show Primitive Roots Cannot be Perfect Cubes Modulo Prime p
If a is a perfect cube, a= n^3, for some integer n, and p is a prime with p is congreunt to 1 mod 3, then show that a cannot be a primitive root mod p, tat is ep(a) is not equal to p - 1- nidak
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- Primitive Roots
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- Forum: Linear and Abstract Algebra