Foliation Theory and Algebraic Geometry

Explore a 34-minute conference talk by Viviana Ferrer from Universidade Federal Fluminense (UFF) on "Degrees of components of the space of foliations obtained via pullback from P1xP1". Delivered as part of the "Foliation Theory and Algebraic Geometry" conference celebrating Fernando Cukierman's 70th birthday, this presentation delves into the intersection of holomorphic foliation theory and complex algebraic geometry. Gain insights into cutting-edge research on foliations, their moduli spaces, and applications in projective varieties. Join renowned experts and young researchers in this field, fostering new scientific collaborations and expanding knowledge on topics ranging from the Calabi problem for Fano 3-folds to tropical semirings and curve singularities.

Foliation Theory and Algebraic Geometry - Viviana Ferrer (UFF)