Table of contents

  • This session has been presented September 25, 2015.

Description

  • Speaker

    Hugues Randriam - Telecom Paristech

Les produits et puissances de codes linéaires sont une construction très basique sous-jacente à de nombreuses applications du codage en informatique théorique : algorithmes de multiplication et partage de secret arithmétique, cryptanalyse de systèmes à la McEliece, décodage algébrique, construction de réseaux euclidiens, codes quantiques, transfert inconscient... Un problème fondamental particulièrement difficile est la détermination des paramètres (dimension, distance) joints possibles d'un code et de son carré. On présentera ici essentiellement les seules bornes connues, avec un accent sur l'aspect asymptotique. La preuve de ces résultats mêle de façon intriquée combinatoire, algèbre multilinéaire, et géométrie algébrique.

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