Jun 23 – 27, 2014
Université Lille 1
Europe/Paris timezone

Session

Noncommutative algebra

Jun 25, 2014, 9:00 AM
Salle de réunions (Université Lille 1)

Salle de réunions

Université Lille 1

U.M.R. CNRS 8524 U.F.R. de Mathématiques 59 655 Villeneuve d'Ascq Cédex

Conveners

Noncommutative algebra

  • Andre Leroy

Presentation materials

There are no materials yet.

  1. Walter Ferrer-Santos (Universidad de la Republica, Montevideo)
    6/25/14, 9:00 AM
    Noncommutative algebra
    An involutory Hopf algebra is a Hopf algebra whose antipode squared equals the identity, $S^2=\operatorname{id}$. The identity map is an automorphism of Hopf algebras, hence it is tempting to substitute $\operatorname{id} \mapsto \sigma$ where $\sigma$ is an arbitray Hopf morphism and consider Hopf algebras whose antipode (that is an antimorphism of Hopf algebras) squared is the square of...
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  2. Alberto Facchini (University of Padova)
    6/25/14, 10:30 AM
    Noncommutative algebra
    We will describe direct-sum decompositions and direct-product decompositions for some classes of modules. We will be mainly interested in direct sums and direct products of modules whose endomorphism rings have at most two maximal ideals.
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  3. Patrick Solé (Telecom ParisTech)
    6/25/14, 11:45 AM
    Noncommutative algebra
    In this article we introduce skew generalized quasi-cyclic codes over finite field $F$ with Galois automorphism $\theta$. This is a generalization of quasi-cyclic codes and skew polynomial codes. These codes have an added advantage over quasi-cyclic codes, since the length of the code $C$ need not be a multiple of the index of $C$. After a brief description of the skew polynomial ring...
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