Braid meeting 2022 :
Generalized braid groups

Meeting of the GDR tresses

Amiens, from the 29th of August to the 2nd of September 2022

Organisation comitee : Owen Garnier, Ivan Marin, Karine Sorlin, Alexis Virelizier, Emmanuel Wagner.

Scientific comitee : François Dahmani, Paolo Ghiggini, Ivan Marin, Gwenaël Massuyeau, Luisa Paoluzzi.


Presentation :

This international conference is the annual meeting of the french research community on braids ("GDR tresses"). It will take place over 5 days, from the 29th of August to the 2nd of September 2022, at the UFR des sciences of the Université de Picardie Jules Verne in Amiens.
It will include two mini-courses of three hours each, plenary presentations, as well as 30 minute talk proposed by participants, and selected by the scientific comitee.

This year the focus is on generalized braid groups, without excluding the others themes of the GDR tresses.

Mini-courses:

Plenary speakers:

Eddy Godelle (Université de Caen)
« Garside categories »

Olivier Dudas (CNRS - Université de Paris Cité)
« Complex reflection groups »

Adrien Brochier (Université de Paris Cité)
« Surface braid groups and skein categories »

María Cumplido (Universidad de Sevilla)
« Conjugacy stability in Artin groups »

Agnès Gadbled (Université Paris Saclay)
« Categorical action of the braid group of the cylinder: symplectic aspect »

Mario Salvetti (Università di Pisa)
« On the K(π,1)-conjecture for Artin groups »

Andrea Seppi (CNRS - Université Grenoble Alpes)
« Examples of four-dimensional geometric transition »

Participants giving short talks:

Ilias Andreou Vincent Beck Henry Fallet Owen Garnier Juan González-Meneses
John Guaschi Laura Marino Neha Nanda Georges Neaime Mireille Soergel

Registrations:

The registration was to be done before the 15th of May 2022, on the site indico. The support of midday meals is possible only for registered participants. Depending on the evolution of the health context, access to the lectures may be restricted to registered participants.

This event is supported by:

  • Laboratoire Amiénois de Mathématique Fondamentale et Appliquée (UMR CNRS 7352)
  • GDR Tresses et topologie de basse dimension (GDR CNRS 2105)
  • Soutien à la recherche (S2R) de l'Université de Picardie Jules Verne
  • GDR Théorie de Lie algébrique et géométrique (GDR CNRS 3395)
  • Fédération de recherche mathématique des Hauts-de-France (FR 2037 CNRS)
  • Laboratoire Paul Painlevé (UMR CNRS 8524)
  • ANR Aspects algébriques des groupes de difféotopie et de groupes s'y rattachant (ANR-19-CE40-0001-01)
  • ANR Algèbres de Hecke et Applications: Représentations, Noeuds et Physique (ANR-18-CE40-0001)