![If a and a\" are both generators of a cyclhe group of order n, then (a) n must be](https://cdn.eduncle.com/library/scoop-files/2020/9/image_1600915904676.jpg "If a and a\\" are both generators of a cyclhe group of order n, then (a) n must be")
If a and a\" are both generators of a cyclhe group of order n, then (a) n must be
The Multiplicative Group Z
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SOLVED: 1. Find all generators of Zo Zg; and Zzo" 2. Suppose that (a). (b), and (c) are cyelic groups of orders 6, 8, and 20, respectively. Find all generators of (a). (
Cyclic Group -- from Wolfram MathWorld
H. That is, G = {(al)" : n ¬ Z}.
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H. That is, G = {(al)" : n ¬ Z}.
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1 Cyclic Groups & Cryptographic Applications
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