arXiv:1312.0235v1 [math.RA] 1 Dec 2013 Page 1 arXiv:1312.0235v1 [math.RA] 1 Dec 2013
A GALOIS-GROTHENDIECK-TYPE CORRESPONDENCE FOR GROUPOID ACTIONS …

We discuss some of the basic ideas of Galois theory for commutative $\mathbb {S} $-
algebras originally formulated by John Rognes. We restrict our attention to the case of finite …

Let $\mathbf {G} $ be a connected reductive group over a {non-archimedean local field} $ F
$. Let $ K_\mathcal {F} $ be the parahoric subgroup attached to a facet $\mathcal {F} $ in the …

We deal with the existence of self-dual normal basis for Galois extensions of a commutative
ring. We consider commutative rings which are local, connected semi-local (under some …

Galois Theories: A Survey | SpringerLink Skip to main content Advertisement SpringerLink
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Este trabalho de pesquisa tem por objetivo tratar de teorias de Galois para o caso de ação
de grupóides sobre anéis, focalizando especialmente em construir e analisar teoremas de …

We define a nonassociative generalization of cyclic Azumaya algebras employing skew
polynomial rings D [t; σ], where D is an Azumaya algebra of constant rank with center C and …

In order to study certain algebraic objects, and notably algebraic groups, Serre introduced
the notion on invariants, in particular cohomological invariants. The construction of non …

Commutative Algebra: Constructive Methods Page 1 Algebra and Applications
Commutative Algebra: Constructive Methods Henri Lombardi Claude Quitté Finite …

Résumé Dans ce document, la notion d'algèbre galoisienne est introduite par le biais de
l'algèbre linéaire, un aspect peut-être trop souvent laissé de côté dans la littérature. Dans …