activity
20152022
most citedStructure of for some fields

12 citations · 18 across the 7 of their papers we have counts for

collaborators

14 papers

math.NT2022

On the exact divisibility by of the class number of some pure metacyclic fields

Fouad Elmouhib, Mohamed Talbi, Abdelmalek Azizi

Let be a pure quintic field, where is a natural number power-free. Let , with is a primitive $…

math.NT2022

On some realizable metabelian -groups

Fouad Elmouhib, Mohamed Talbi, Abdelmalek Azizi

Let be a -group of maximal class and its derived group. Assume that the abelianization is of type and the transfers

math.NT2021

On the capitulation problem of some pure metacyclic fields of degree 20 II

Fouad Elmouhib, Mohemed Talbi, Abdelmalek Azizi

Let be a power-free naturel number and be the cyclotomic field generated by a primitive root of unity . Then $k\,=\,\mathbb{Q}(…

math.NT2020

On the capitulation problem of some pure metacyclic fields of degree 20

Fouad Elmouhib, Mohamed Talbi, Abdelmalek Azizi

Let be a pure quintic field, where is a positive integer power-free, be the cyclotomic field containing a pr…

math.NT2020

The 2-rank of the class group of some real cyclic quartic number fields II

Abdelmalek Azizi, Mohammed Tamimi, Abdelkader Zekhnini

In this paper, we determine the 2-rank of the class group of certain classes of real cyclic quartic number fields. Precisely, we consider the case in which the quadratic subfield i…

math.NT2020

The 2-rank of the class group of some real cyclic quartic number fields

Abdelmalek Azizi, Mohammed Tamimi, Abdelkader Zekhnini

In this paper, we investigate the 2-rank of the class group of some real cyclic quartic number fields. Precisely, we consider the case where the quadratic subfield is Q(\sqrt{l}) w…