Program -- Nonarchimedean 2020 Kyoto
Canceled due to COVID-19 Virus
March 9 (Monday):
10:00--11:00 Mattias Jonsson (University of Michigan):
Non-Archimedean aspects of K-stability
11:30--12:30 Yuji Odaka (Kyoto University):
Collapsing K3 surfaces, Tropicalizations, through Moduli-theoretic framework (Part 1)
14:15--15:15 Yoshiki Oshima (Osaka University):
Collapsing K3 surfaces, Tropicalizations, through Moduli-theoretic framework (Part 2)
15:45--16:45 Hiroshi Iritani (Kyoto University):
Asymptotics of periods via tropical geometry
March 10 (Tuesday):
10:00--11:00 Walter Gubler (Universität Regensburg):
Local Volumes and Monge-Ampère measures over a non-archimedean field
11:30--12:30 Joseph Rabinoff (Duke University):
Abelian schemes are log-Néron models
14:15--15:15 Keita Goto (Kyoto University):
On the Berkovich double residue fields and birational models
15:45--16:45 Jérôme Poineau (Université de Caen):
Non-Archimedean compactifications of complex analytic varieties
March 11 (Wednesday):
10:00--11:00 Tony Yue Yu (Université Paris-Sud):
The Frobenius structure theorem for affine log Calabi-Yau varieties containing a torus
11:30--12:30 Johannes Nicaise (Imperial College London / University of Leuven):
Stable rationality of complete intersections
(Conference Dinner)
March 12 (Thursday):
10:00--11:00 Yûsuke Okuyama (Kyoto Institute of Technology):
A direct translation from degenerate complex dynamics to quantized Berkovich dynamics
11:30--12:30 Holly Krieger (Cambridge University):
Degenerations and uniformity in complex dynamics
14:15--15:15 Reimi Irokawa (Tokyo Institute of Technology / RIKEN):
Stabilities for families of dynamics over non-archimedean fields
15:45--16:45 Omid Amini (Ecole Polytechnique):
Combinatorial Chow rings and tropical geometry
March 13 (Friday):
10:00--11:00 Takeo Nishinou (Rikkyo University):
Deformations of maps of codimension one
11:30--12:30 Huayi Chen (Université Paris 7):
Arakelov theory of arithmetic surfaces over a trivially valued field
Last Modified: February 26, 2020