Groupe de Travail : Calcul Quantique Topologique



Ce groupe de travail a pour objectif de faire interagir mathématiciens et informaticiens sur des thématiques à l'intersection de l'algorithmique, la théorie de la complexité, la topologie en basses dimensions, la topologie quantique, et la combinatoire géométrique et topologique.


  • 11/12/2024, 09:40 - 11:10 salle 430 IMAG
    Marco DE RENZI Invariants quantiques par 2-déformation des corps en 2-anses de dimension 4


  • 04/12/2024, 10:30 - 12:00 salle 430 IMAG
    Corentin LUNEL De la topologie algorithmique inspirée de théorie structurelle des graphes


  • 13/11/2024, 10:30 - 12:00 salle 430 IMAG
    Léo SCHELSTRAETE Rewriting theory in higher algebra and quantum topology

    Higher algebras, and specifically diagrammatic ones, are prominent in representation theory and its application to topology. Unfortunately, their 2-dimensional flavor often makes it hard to answer the most basic question: what is an explicit basis for the given algebra? Recently, rewriting theory has emerged as a promising tool to answer this question, and others. In a nutshell, rewriting theory is the algorithmic study of presentations of algebraic structures: classical examples include the word problem for groups, or Gröbner bases for polynomial ideals.


  • 06/11/2024, 15:00 - 16:30 salle 430 IMAG
    Stéphane BASEILHAC Invariants quantiques hyperboliques (QHI) III.


  • 19/11 - 03/11/2024
    Vacances.


  • 18/10/2024, 10:00 - 11:30 salle 109 IMAG
    Stéphane BASEILHAC Invariants quantiques hyperboliques (QHI) : formules simpliciales et complexe de Neumann-Zagier.


  • 03/10/2024, 10:00 - 11:30 salle 430 IMAG, bat. 9 campus Triolet
    Stéphane BASEILHAC Invariants quantiques hyperboliques (QHI) : introduction.


  • 26/09/2024, 10:00 - 11:30 salle 5.212 campus Triolet
    Clément MARIA: Structures géométriques angulaires de triangulation de 3-variété hyperbolique : définition et calcul.


  • 19/09/2024, 10:00 - 11:30 salle 430 IMAG, bat. 9 campus Triolet
    Hoel QUEFFELEC: Some remarks about the faithfulness of the Burau representation of Artin--Tits groups.


  • 12/09/2024, 10:00 - 11:30 salle 430 IMAG, bat. 9 campus Triolet
    Clément MARIA: Introduction to Haken's normal surface theory and applications to algorithms.




    For any question, please contact the organizers Clément Maria, Hoel Queffelec, Jorge Ramirez Alfonsin, Marco de Renzi.