The aim of this conference is to get together algebraic geometers and complex geometers, around recent topics of interest.

It is organised by the GDR 3064 ‘Géométrie Algébrique et Géométrie Complexe‘ (Research Group of the CNRS).

Participants are mostly researchers from European universities but everybody is welcome to participate (please note that the number of participants is limited).

Mornings are devoted to 5 mini-courses, given by experts and focusing on important new developments.

The afternoons are devoted to more specialized one-hour talks.

Scientific Committee

Stéphane Druel (Université de Grenoble 1)
Gavril Farkas (University of Berlin)
Christophe Mourougane (Université de Rennes 1)

Organizing Committee

Amaël Broustet (Université Lille 1)
Boris Pasquier (Université Montpellier 2)

Mini-courses

• Ekaterina Amerik (Université Paris-Sud)

Le cône kählerien d’une variété hyperkählerienne

• Arend Bayer (University of Edinburgh)

Stability and Applications to Birational and Hyperkaehler Geometry {Mini-course}

• Sébastien Boucksom (UPMC Paris 6)

K-stabilité et géométrie kählérienne

• François Charles (Université Paris-Sud)

Surfaces K3 sur les corps finis

• Benoît Claudon (Université de Lorraine)

Théorie des paires orbifoldes de F. Campana {Mini-course}

Talks

• Chiara Camere (University of Milan)

Non-symplectic automorphisms of fourfolds of K3[2]-type

• Olivier Debarre (ENS-Paris)

Variétés dont la cohomologie est celle d’un tore

• Thibaut Delcroix (Université Grenoble 1)

Métriques de Kähler-Einstein sur les compactifications de groupes

• Jérémy Guéré (Humboldt University of Berlin)

Mirror Symmetry for singularities

• Ariyan Javanpeykar (Mainz University)

The Lang-Vojta conjecture and arithmetic niteness results for smooth hypersurfaces

• Victor Lozovanu (Institut de Mathématiques de Jussieu – Paris Rive Gauche)

A Reider-type theorem for higher syzygies on abelian surfaces

• Nicolas Perrin (University of Düsseldorf)

Positivity of Quantum K-theory for grassmannians

• Matt Young (University of Hong-Kong)

Cohomological Hall modules and Donaldson-Thomas theory with classical structure groups

• Tony Yue Yu (Institut de Mathématiques de Jussieu – Paris Rive Gauche)

Enumeration of curves via non-archimedean geometry