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