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【巴西国家纯粹与应用数学研究所IMPA】V拉丁美洲代数几何学校（V ELGA）&Foliation Theory与代数几何（2024）
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https://www.youtube.com/playlist?list=PLo4jXE-LdDTRZ32fjmxkGaIdCXaOKfOwF Instituto de Matemática Pura e Aplicada V Latin American School of Algebraic Geometry (V ELGA) CIMPA School – Cabo Frio, RJ, August 12-23, 2024 Homepage：https://bit.ly/3XoDe95 Videos playlist: https://bit.ly/4dJ2UTo The goal of this CIMPA School is to train young mathematicians working in Latin America in some of the most active areas of research in Algebraic Geometry, as well as to promote greater interaction among researchers and students, and to build a network of collaborations. The V ELGA is organised in partnership with the Clay Mathematics Institute. Mini-courses 1st Week (August 12-16, 2024) Giancarlo Urzúa (UC, Chile) – Surfaces with Wahl singularities and their many applications Joaquín Moraga (UCLA, USA) – Higher dimensional Fano varieties 2nd Week (August 19-23, 2024) Cinzia Casagrande (Torino, Italy) – Fano manifolds and the Lefschetz defect Charles Favre (École Polytechnique, France) – B-divisors and applications to dynamics Susanna Zimmermann (Paris-Saclay, France) – Quotients of groups of birational transformations Foliation Theory and Algebraic Geometry Celebrating the 70th Birthday of Fernando Cukierman Homepage：https://bit.ly/3RICd8q The conference “Foliation Theory and Algebraic Geometry” will bring together renowned experts and young researchers working in holomorphic foliation theory and algebraic geometry. Videos playlist: https://bit.ly/3VXZh5w The theory of holomorphic foliations has been crucial in central advances in complex algebraic geometry in recent decades. At the same time, complex algebraic geometry has given a new boost to the study of foliations. Examples range from the recent development of a theory of foliated varieties according to their Kodaira dimension to the trend to apply methods from deformation theory to study the moduli space of foliations on projective varieties.
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