Réunion annuelle du GDR de topologie algébrique

from Tuesday, 26 October 2021 (10:00) to Friday, 29 October 2021 (14:15)
Strasbourg (Grand Amphithéâtre de Mathématiques)

        : Sessions
    /     : Talks
        : Breaks
26 Oct 2021
27 Oct 2021
28 Oct 2021
29 Oct 2021
AM
10:00 --- Enregistrement, café ---
10:30 Topological adventures in neuroscience (1ère partie) - Kathryn Hess Bellwald (EPFL)   ()
09:00 (Non-)formality of the Swiss-Cheese operads and variants - Najib Idrissi (Université Paris Diderot / IMJ-PRG)   ()
10:00 --- Pause café ---
10:30 Topological adventures in neuroscience (2ème partie) - Kathryn Hess Bellwald (EPFL)   ()
09:00 A-infinity structures on almost complex manifolds - Joana Cirici   ()
10:00 --- Pause café ---
10:30 Higher algebra of A-infinity algebras and the n-multiplihedra - Thibaut Mazuir   ()
11:20 La diagonale des opéraèdres / The diagonal of the operahedra - Guillaume Laplante-Anfossi   ()
09:00 Homotopically inflexible algebras - Cristina Costoya   ()
10:00 --- Pause café ---
10:30 On the centre of crossed modules of groups and Lie algebras - Mariam Pirashvili   ()
11:10 Model structures and spectral sequences - Sarah Whitehouse (University of Sheffield)   ()
PM
12:00 --- Déjeuner ---
14:00 Genus zero modular operad & Grothendieck-Teichmüller group’s avatar - Noémie Combe   ()
14:45 Mapping class group representations via Heisenberg homology - Martin Palmer-Anghel   ()
15:30 --- Pause café ---
16:00 Autour de l'action de membranes - Hugo Pourcelot   ()
16:45 A simplicial approach to the sheaf theoretic construction of intersection cohomology - Sebastian Cea   ()
12:00 --- Déjeuner ---
14:00 Algebraic models for classifying spaces of fibrations - Alexander Berglund   ()
15:00 --- Pause café ---
15:30 Higher Lie theory - Bruno Vallette   ()
16:20 Integration of curved homotopy Lie algebras - Victor Roca Lucio   ()
12:00 --- Déjeuner ---
14:00 Integrability of derived complex spaces - Sinan Yalin   ()
15:00 --- Pause café ---
15:30 Floyd's manifold is a conjugation space - Jérôme Scherer   ()