Non-Archimedean Aspects of K-stability

Explore a 59-minute mathematical seminar delivered by Dr Rémi Reboulet from Chalmers University of Technology as part of the "New equivariant methods in algebraic and differential geometry" series at the Isaac Newton Institute. Delve into the complex world of K-stability in algebraic geometry, focusing on its non-Archimedean interpretations and their significance in characterizing canonical metrics on complex projective varieties. Learn about the valuative criteria for K-stability of Fano varieties and discover the recently introduced concept of divisorial stability by Boucksom-Jonsson. Gain insights into cutting-edge mathematical research that bridges algebraic geometry with non-Archimedean methods, presented on February 12th, 2024.