$On units of some fields of the form $\mathbb{Q}\big(\sqrt2, \sqrt{p}, \sqrt{q}, \sqrt{-l}\big)$$

On units of some fields of the form $\mathbb{Q}\big(\sqrt2, \sqrt{p}, \sqrt{q}, \sqrt{-l}\big)$

Let $p\equiv1\pmod8$ and $q\equiv3\pmod8$ be two prime integers and let $\ell\not\in\{-1, p, q\}$ be a positive odd square-free integer. Assuming that the fundamental unit of $\mathbb{Q}\big(\sqrt{2p}\big) $ has a negative norm, we investigate the unit group of the fields $\mathbb{Q}\big(\sqrt2, \sq...

Bibliografske podrobnosti
Glavni avtor:	Mohamed Mahmoud Chems-Eddin
Format:	Article
Jezik:	English
Izdano:	Institute of Mathematics of the Czech Academy of Science 2023-07-01
Serija:	Mathematica Bohemica
Teme:	multiquadratic number field unit group fundamental system of units
Online dostop:	http://mb.math.cas.cz/full/148/2/mb148_2_7.pdf

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