Summer school "Geometry of instantons and quivers"
Séminaire « Géométrie algébrique » ColloquePage web de la rencontre : https://www.mathconf.org/giq2026
This Summer school is aimed primarily at PhD students and early-career researchers with an interest in algebraic geometry and mathematical physics. More precisely, this school will focus on moduli spaces of specific vector bundles—particularly instantons—as well as quiver varieties, cluster varieties, and the rich mathematical and physical connections that link these structures.
Speakers:
The program will feature four mini-courses (each consisting of four one-hour lectures), with two primarily focused on algebraic geometry and two oriented towards mathematical physics, delivered by the following speakers:
- Hülya Argüz (University of Oxford, UK)
- Pierrick Bousseau (University of Oxford, UK)
- Daniele Faenzi (Université Bourgogne Europe, Dijon)
- Taro Kimura (Université Bourgogne Europe, Dijon)
There will also be nine short research talks from participants, providing an opportunity for young researchers to present their work.
Some practical information:
- Information about the conference room, hotels, travel and more are available on the page Useful information.
- The organizers will provide lunch from Tuesday to Friday. If you would like us to arrange hotel accommodation for you (at our expense) from Monday to Friday, please indicate this during registration. Kindly note that evening meals and transportation costs will not be covered by the organizers.
Organizers:
- Antoine BOURGET (CEA de Saclay) <antoine.bourget@polytechnique.org >
- Daniel JUTEAU (Université d'Amiens) <daniel.juteau@u-picardie.fr>
- Raphaël PAEGELOW (Université de Kaiserslautern) <raphael.paegelow@rptu.de>
- Ronan TERPEREAU (Université de Lille) <ronan.terpereau@univ-lille.fr>
If you want to contact the organizers, then please write to giq2026@proton.me.
With the support of:
Laboratoire Paul Painlevé, CDP C2EMPI, Fédération de Recherche Mathématique des Hauts-de-France, RT Géométrie Algébrique et Singularités, IRN in Representation Theory, Institut Henri Poincaré, CNRS and Université de Lille.