Speaker: Pietro Mesquita Piccione (University of Gothenburg)
Time: 10:30-11:20, Jan 9, 2026
Venue: room 1124, Material Science Research Building (Section C)
In Kähler Geometry, the Yau–Tian–Donaldson conjecture relates the differential geometry of compact Kähler manifold with an algebro-geometric notion called K-stability. I will start with a brief overview of the topic, and then I will discuss a possible non-Archimedean approach to solve this conjecture, generalizing a result of Chi Li to the transcendental setting.
