Schedule

Wednesday, June 1
9:30 - 10:45	Alan Lauder (University of Oxford) Lecture 1: Slope filtrations and the p-adic monodromy theorem, revisited
11:15 - 12:30	Marco Garuti (Università di Padova) Lecture 2: Finiteness, Poincaré duality, Künneth isomorphism for rigid cohomology with coefficients
	Lunch
14:30 - 15:45	Frédéric Déglise (Université Paris 13) Lecture 3: Proper cohomological descent in rigid cohomology
16:15 - 17:30	Yukiyoshi Nakkajima (Tokyo Denki University) Weight and slope filtrations on rigid cohomology

Thursday, June 2
9:30 - 10:45	Marco Hien (Universität Regensburg) Lecture 4: Radius of convergence, ramification filtration, and the Euler characteristic formula
11:15 - 12:30	Christine Noot-Huyghe (Université de Strasbourg) Lecture 5: A p-adic analogue of Weil II, Part 1 Overconvergent F-isocrystals on the affine line and the Fourier transform
	Lunch
14:30 - 15:45	Richard Crew (University of Florida) Lecture 6: A p-adic analogue of Weil II, Part 2 Monodromy and weights
16:15 - 17:30	Laurent Berger (IHÉS) Équations différentielles p-adiques et (phi,N)-modules filtrés

Friday, June 3
9:30 - 10:45	Atsushi Shiho (Tokyo University) Lecture 7: Semi-stable reduction for overconvergent F-isocrystals, Part 1 Logarithmic extensions
11:15 - 12:30	Kiran Kedlaya (MIT) Lecture 8: Semi-stable reduction for overconvergent F-isocrystals, Part 2 Towards the semi-stable reduction theorem
	Lunch
14:00 - 15:15	Pierre Berthelot (Université de Rennes 1) On Witt vector cohomology for singular varieties
15:45 - 17:00	Yves André (ENS, Paris) Monodromy groups of F-isocrystals