S. Filip - K3 surfaces and Dynamics (Part 2)

Yohan Girard (1) , Simion Filip (2)

1 IF - Institut Fourier
2 Harvard University - Department of Mathematics

K3 surfaces provide a meeting ground for geometry (algebraic, differential), arithmetic, and dynamics. I hope to discuss: - Basic definitions and examples - Geometry (algebraic, differential, etc.) of complex surfaces -Torelli theorems for K3 surfaces - Dynamics on K3s (Cantat, McMullen) - Analogies with flat surfaces - (time permitting) Integral-affine structures

Mots clés: Teichmüller dynamics mapping class groups and applications; K3 surfaces; Dynamics

Mots clés: eem2018; Grenoble

Domaines: Mathématiques [math]

Yohan Girard, Simion Filip. S. Filip - K3 surfaces and Dynamics (Part 2): Summer School 2018 - Teichmüller dynamics, mapping class groups and applications. 2018. ⟨medihal-01835131⟩