is it right to say that if b is a primitive root mod p then {b^0,.....b^p-1} is a complete residue system mod p?
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The complete residue system is $\displaystyle \left\{b^i:1\leqslant i\leqslant p-1\}\right\cup\{0\}.$
Last edited by Sylvia104; Apr 20th 2012 at 01:53 PM.
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