École de printemps - Théories de Hodge classique et p-adique

Lecture notes

Complex aspects

Course 1C: Hodge structures (by Damien Mégy) Course 3C: Torelli theorems for K3 surfaces (by Chris Peters) Course 5C: Decomposition theorems (by Luca Migliorini and Mark Andrea A. de Cataldo) or other notes (by Geordie Williamson) Course 6C: Hyperbolicity of moduli spaces (by Stefan Kebekus)

p-adic aspects

Course 4p: Filtered (φ,N)-modules and semi-stable representations (by Olivier Brinon) Course 5p: Ramification of crystalline representations (by Shin Hattori) Course 6p: Projective varieties over Q with good reduction (by Victor Abrashkin)