J   A   V   A
jeunes en arithmétique et variétés algébriques
P E R I O D   M A P P I N G S
from complex to p-adic / program by yves andré

T A T I H O U   I S L A N D   ( N O R M A N D Y )
2 6 ~ 3 0   S E P T E M B E R   2 0 1 7 POSTER


This educational conference, organized on the model of the Arbeitsgemeinschaft in Oberwolfach, is devoted to the analogies between period mappings in complex and $p$-adic geometry. With Yves André’s Tohoku-Hokkaido lectures Period mappings and differential equations. From $\mathbb{C}$ to $\mathbb{C}_p$. as a roadmap, we will travel from the original sources to recent developments such as the work by Scholze and Weinstein about the moduli of $p$-divisible groups.


O R G A N I Z E R S

Giuseppe Ancona (Université de Strasbourg) /
Javier Fresán (ETH) /
Marco Maculan (Institut Mathématique de Jussieu) /

S C I E N T I F I C   C O M M I T T E E

Yves André (Institut Mathématique de Jussieu)
Jean-Benoît Bost (Université Paris-Sud XI)
François Charles (Université Paris-Sud XI)
Hélène Esnault (Freie Universität Berlin)
Viktoria Heu (Université de Strasbourg)
Jérôme Poineau (Université de Caen)