Arithmetic geometry of K3 surfaces
Event details
| Date | 05.05.2025 › 09.05.2025 |
| Hour | 09:30 › 17:30 |
| Speaker | Ben Moonen (University Nijmegen), Emiliano Ambrosi (Strasbourg University), Emma Brakkee (Leiden University), Marco D'Addezio (Strasbourg University), Livia Grammatica (Strasbourg University), Kiran Kedlaya (University of California San Diego), Daniel Bragg (University of Utah), Ziquan Yang (Chinese University of Hong Kong), Adam Morgan (Cambridge University), Salvatore Floccari (Bielefeld University), Max Lieblich (University of Washington), Yuya Matsumoto (Tokyo University of Science), Stefan Schröer (Heinrich-Heine-Universität), Chun-Yin Hui (University of Hong Kong), Sarah Frei (Dartmouth College), Zhenghui Li (Sorbonne Université), Emre Sertöz (Leiden University), Matthias Schütt (Leibniz University Hannover), François Charles (Université Paris-Saclay) |
| Location |
Centre Bernoulli, GA 321
|
| Category | Conferences - Seminars |
| Event Language | English |
This workshop brings to a close a 5-week programme of research collaborations on "Arithmetic geometry of K3 surfaces".
The aim is to break new ground in the arithmetic theory of K3 surfaces and closely related varieties (e.g., Enriques and elliptic surfaces; hyper-Kähler varieties), capitalising on a web of recent advances and conjectural frameworks. Progress on the arithmetic of K3 surfaces will likely have important consequences for more general questions about Shimura varieties, abelian and hyper-Kähler varieties, their rational and algebraic points.
The role of the worskhop and research programme is to bring researchers together to facilitate communications and exchange of fundamental ideas.
Practical information
- Informed public
- Registration required
Organizer
- Alexei Skorobogatov (Imperial College London)
Anthony Varilly-Alvarado (RIce University)
Anna Cadoret (Sorbonne University)
Domenico Valloni (EPFL)
Contact
- Alexei Skorobogatov (a.skorobogatov@imperial.ac.uk)