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Currently displaying 1 – 3 of 3

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Représentations entières de certains groupes finis. 1ère partie : Passage du cas local au cas global

Lyliane Bouvier

Séminaire de théorie des nombres de Grenoble

Modules sur certains anneaux de Dedekind.

Jean-Jacques Payan; Lyliane Bouvier — 1975

Journal für die reine und angewandte Mathematik

Sur la structure galoisienne du groupe des unités d’un corps abélien de type $(p, p)$

Lyliane Bouvier; Jean-Jacques Payan — 1979

Annales de l'institut Fourier

Pour décrire la structure galoisienne à $Z [G]$ -isomorphisme près du quotient par ${\pm 1}$ du groupe des unités d’une extension abélienne absolue de groupe de Galois $G$ de type $(p, p)$ , on amorce la description des $Z [G]$ -modules de type fini libres sur $Z$ dont le caractère est contenu dans la représentation d’augmentation. La classification est complète pour les modules de rang inférieur ou égal à 3 ; elle est appliquée à la description donnée par T. Kubota des unités d’un corps biquadratique non cyclique en fonction des...

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