Foliation Theory and Algebraic Geometry - Moduli Problems and Birational Geometry

Explore a comprehensive conference talk on Foliation Theory and Algebraic Geometry, delivered by Calum Spicer from King's College. Delve into the intricate relationship between moduli problems and birational geometry as part of a larger event celebrating Fernando Cukierman's 70th birthday. Gain insights into cutting-edge research on holomorphic foliations, algebraic geometry, and their interactions. Learn about the conference's aim to foster new scientific collaborations and introduce students and young researchers to the dynamic field of study. Discover the diverse range of topics covered by invited speakers, including the Calabi problem for Fano 3-folds, S-Logarithmic Foliations, and deformation theory of foliations. Engage with the broader context of the conference, which brings together experts and emerging researchers to explore the crucial role of holomorphic foliation theory in complex algebraic geometry advancements.

Foliation Theory and Algebraic Geometry - Calum Spicer (King’s College)