Foliation Theory and Algebraic Geometry
Celebrating the 70th Birthday of Fernando Cukierman
IMPA, Rio de Janeiro, June 24 – 28, 2024
The conference “Foliation Theory and Algebraic Geometry” will bring together renowned experts and young researchers working in holomorphic foliation theory and algebraic geometry.
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.
The conference aims to encourage new scientific collaborations between conference participants and familiarize students and young researchers with the vividness and diversity of cutting-edge research on holomorphic foliations, algebraic geometry, and interactions.
To download the poster in pdf, please click on it.
REGISTRATION
Financial
The organizing committee is committed to obtaining resources to provide financial support for the participation of young researchers (recent doctors within seven years of receiving their title) and students. To be considered for financial support, please indicate your interest on the registration form and complete the Passport/CPF and address fields in the “Personal Data” tab. The application deadline is April 22, 2024, with responses expected by May 15, 2024.
Program
Invited Speakers
- Carolina Araujo (IMPA)
- César Camacho (FGV, IMPA)
- Mariano Chehebar (Universidad de Buenos Aires) – S-Logarithmic Foliations
- Mauricio Corrêa (Università di Bari) – Foliations by curves of low degree on P3 with curves as singularities
- Ethan Cotterill (UNICAMP) – Tropical semirings and curve singularities
- Eduardo Esteves (IMPA)
- Maycol Falla Luza (UFF) – Positive Neighborhoods of manifolds
- Viviana Ferrer (UFF) – Degrees of components of the space of foliations obtained via pull back from P1xP1.
- Letterio Gatto (Politecnico di Torino)
- Xavier Gomez-Mont (CIMAT)
- Angelo Lopez (Università Roma Tre) – Ulrich bundles, associated subvarieties and a lower bound on the Ulrich complexity of complete intersections
- César Massri (Universidad CAECE) – Deformations of exterior differential ideals
- Margarida Melo (Università Roma Tre)
- Ivan Pan (Universidad de la República) – On the isotropy of simple polynomial derivations
- Gian Pietro Pirola (Università di Pavia)
- Arturo Pianzola (University of Alberta)
- Ragni Piene (University of Oslo) – Envelopes of families of linear spaces
- Calum Spicer (King’s College)
- Olivier Thom (UFF)
- Douglas Ulmer (University of Arizona) – Foliations and the geometry of complex elliptic surfaces
- Israel Vainsencher (UFMG) – Degrees of components of the space of foliations obtained via pull back from P1xP1.
- Sebastián Velazquez (King’s College) – On the deformation theory of foliations
Organizing Committee
- Jorge Vitório Pereira (IMPA)
- Alicia Dickenstein (Universidad de Buenos Aires)
- Matias del Hoyo (UFF)
- Ariel Molinuevo (UFRJ)
- Federico Quallbrunn (Universidad CAECE)
- Suely Lima (IMPA)
