A set of **generators** of the Dirichlet character group $G$ of modulus $q$ is a set of Dirichlet characters $\chi_q(n_i,\cdot)$ that generate $G$ under multiplication. These may be chosen so that $G$ is the direct product of the cyclic groups generated by each of the $\chi_q(n_i,\cdot)$.

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- Last edited by Alina Bucur on 2018-07-04 18:13:42

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- 2018-07-04 18:13:42 by Alina Bucur (Reviewed)