Abstract
The aim of this paper is to determine the monogenity of the
family of cyclic sextic composite fields K · k over the field Q of rational
numbers, where K is a cyclic cubic field of prime conductor p and k a quadratic field with the field discriminant dk such that (p, dk) = 1. Examples
of our theorems are compared with the experiments by PARI/GP.
Mushtaq Ahmad, Abdul Hameed, Nadia Khan, Toru NAKAHARA. (2018) On the Monogenity of Cyclic Sextic Fields of Composite Conductor, Punjab University Journal of Mathematics, Volume 50, Issue 3.
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