Aarhus University PhD Course. Lecturer Yanbo Fang
Introduction to non-Archimedan Berkovich spaces and discussion of applications to Complex Geometry (K-stability, SYZ Conjecture).
Every Thursday 10:00-12:00
Mini-course during the Workshop "Gauge theory, canonical metrics and geometric structures". Abstract: Canonical Kähler metrics, such as Kähler-Einstein metrics, are very important objects for the study of complex manifolds. In this minicourse, we will discuss geometric properties of such metrics on mildly singular varieties (technically, on klt pairs), focusing on topics such as the analysis of their behavior during singularity formations (e.g., tangent cones, asymptotics and bubblings) and their relevance in the study of moduli compactifications (e.g., of Fano varieties).
Informal 4h course, given during C. Spotti visit to S. Sun at UCB in late May '23.
Via Zoom. Here link to the notes: https://sites.google.com/cirget.ca/lars-sektnan/teaching?authuser=0;
Link to the notes: https://sites.google.com/cirget.ca/lars-sektnan/teaching?authuser=0