The Kobayashi Pseudometric and the Core Map

Explore a one-hour mathematical seminar presented by Professor Frederic Campana from Université de Lorraine focusing on the Kobayashi pseudometric and Core map theory. Delve into Ueno's theorem, which explains the structure of subvarieties of Abelian varieties as principal bundles over varieties of general type with abelian subvariety fibres. Learn how this theorem connects to the core map concept for complex projective varieties and its implications for understanding Kobayashi pseudo-distance. Examine practical examples that support and illustrate the conjectural algebro-geometric description of Kobayashi pseudo-distance, part of the "New equivariant methods in algebraic and differential geometry" series at the Isaac Newton Institute.