Workshop
CIRM, Luminy, Marseille
https://www.chairejeanmorlet.com/2020-1-pereira-rousseau-2250.html
Date(s) : 06/04/2020 - 17/04/2020 iCal
Toute la journée
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Interview at CIRM: Jorge Vitório Pereira
Jean Morlet Chair Holder – 2020/Semester 1 |
Virtual Workshop
JEAN-MORLET CHAIR – WORKSHOP Frank Loray (CNRS – Université de Rennes I) The workshop aims at reviewing the recent decomposition theorem for singular varieties with trivial canonical class. This result is the culmination of efforts of a number of researchers and this workshop brings together most researchers which contributed to the proof of this result. We will also have some talks on the geometry of hyperkähler varieties. Due to the unusual circumstances, we have to experiment with a different format. The virtual workshop will consist of ten talks and two online sessions. Five of the talks figuring here are original from the Summer School on Foliations and Algebraic Geometry, which took place at Institut Fourier, Grenoble in from June-July 2019. The other five talks were recorded specially for the virtual workshop. On Tuesday, April 14, and on Thursday, April 16, we will host online sessions with the speakers of the conference with the possibility of online intervention by the registered participants of the workshop. SPEAKERS Ekaterina Amerik (Université Paris-Sud) |
Speakers of the workshop will gather together online to discuss how the proof of the decomposition theorem came to be. |
3pm : Problem session |
The talk “Rational Curves and Contraction Loci on Holomorphic Symplectic Manifolds” by Ekaterina Amerik is independent of the other talks. The talk “The Decomposition Theorem: the Smooth Case” by Arnaud Beauville reviews the history of the decomposition theorem for smooth varieties and sketches its proof. All the other eight talks are about the decomposition theorem for varieties with singular canonical class. Below, one possible natural order to watch the nine lectures that discuss the decomposition theorem.1. Beauville. The decomposition theorem: the smooth case
2. Greb. Structure theory for singular varieties with trivial canonical divisor
3. Guenancia. A decomposition theorem for singular spaces with trivial canonical class (part 1)
4. Guenancia. A decomposition theorem for singular spaces with trivial canonical class (part 2)
5. Guenancia. Holonomy of singular Ricci-flat metrics
6. Höring. A decomposition theorem for singular spaces with trivial canonical class (part 3)
7. Druel. A decomposition theorem for singular spaces with trivial canonical class (part 4)
8. Druel. A decomposition theorem for singular spaces with trivial canonical class (part 5)
9. Druel. A splitting theorem
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The decomposition theorem: the smooth case
By Arnaud Beauville – Université Côte d’Azur A decomposition theorem for singular spaces with trivial canonical class (part 1)
By Henri Guenancia – CNRS, Université Paul-Sabatier Holonomy of singular Ricci-flat metrics
By Henri Guenancia – CNRS, Université Paul-Sabatier A decomposition theorem for singular spaces with trivial canonical class (part 4)
By Stéphane Druel – CNRS – Université Claude Bernard Lyon 1 A splitting theorem
By Stéphane Druel – CNRS – Université Claude Bernard Lyon 1 |
Structure theory for singular varieties with trivial canonical divisor
By Daniel Greb – University of Duisburg-Essen A decomposition theorem for singular spaces with trivial canonical class (part 2)
By Henri Guenancia – CNRS, Université Paul-Sabatier A decomposition theorem for singular spaces with trivial canonical class (part 3)
By Andreas Höring A decomposition theorem for singular spaces with trivial canonical class (part 5)
By Stéphane Druel – CNRS – Université Claude Bernard Lyon 1 Rational curves and contraction loci on holomorphic symplectic manifolds
By Ekaterina Amerik – Université de Paris-Sud |
Emplacement
CIRM, Luminy
Catégories