A Tribute to Emmanuel's Contributions to the Zilber-Pink Conjecture

Explore a comprehensive mathematical lecture surveying Emmanuel's influential contributions to the André–Oort conjecture and the broader Zilber–Pink conjecture over the past two decades. Begin with the foundational framework of Shimura varieties before transitioning to more general settings involving arbitrary variations of Hodge structures, marking a significant shift from arithmetic studies of CM points to geometric perspectives. Discover the consequences of this geometric viewpoint and examine results obtained through various collaborations with Emmanuel over the past five years, as presented by Gregorio Baldi from CNRS & IMJ-PRG in this tribute lecture that bridges advanced topics in algebraic geometry, number theory, and Hodge theory.