unramified extensions of some cyclic quartic fields
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ID: 169187
2018
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Abstract
In this paper we determine the fourteen unramified extensions for some cyclic quartic fields $K$ whose $2$-class group $C_{K,2}$ is isomorphic to ${\mathbb{Z}}/{2{\mathbb{Z}}}\times {\mathbb{Z}}/{2{\mathbb{Z}}} \times {\mathbb{Z}}/{2{\mathbb{Z}}}$ and to characterize the generators of $C_{K,2}$.
| Reference Key |
talbi2018boletimunramified
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|---|---|
| Authors | ;Mohammed Talbi;Abdelmalek Azizi;Idriss Jerrari |
| Journal | urban geography |
| Year | 2018 |
| DOI |
10.5269/bspm.v36i1.31299
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