Varieties with Trivial Canonical Class

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Date/heure
Date(s) - 06/04/2020 - 10/04/2020
Toute la journée

Emplacement
CIRM, Luminy

Catégories


2020 – Jean-Morlet Chair semester 1

Jorge V. PEREIRA – Erwan ROUSSEAU

Foliation Theory and Complex Geometry Théorie des feuilletages et géométrie complexe

WORKSHOP
Varieties with Trivial Canonical Class (event 2250)
Variétés de la classe canonique triviale
Dates: 06-10 April 2020
Place: CIRM (Marseille Luminy, France)

SCIENTIFIC COMMITTEE
ORGANIZING COMMITTEE
INVITED SPEAKERS (tbc)
DESCRIPTION
The main purpose of the workshop is to present the ideas and techniques which go into the proof of the recent structure theorem for singular varieties with trivial canonical class. Also, there will be some talks about recent results on the structure of Hyperkähler varieties.
In particular, we are planning to have talks on the following topics.

  • Extension results for differentials forms
  • Metric aspects of varieties with trivial canonical class
  • Algebraization of leaves of holomorphic foliations
  • Criteria for non-pseudo-effectiveness of reflexive sheaves with trivial first Chern class
  • Hyperkähler varieties

This event  is part of  a series of three activities focused on Foliation Theory and Complex Geometry which will take place at CIRM, Marseille, during the First Semester of 2020.


SPONSORS OF THIS SEMESTER
Eric Lozingot
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