Workshop on Fano Varieties
Udine - 25/09/2019
• Diletta Martinelli
• Eleonora Anna Romano
• Francesco Zucconi
Informazioni e contatti
Università degli Studi di Udine
Via delle Scienze, 206, 33100 Udine UD
Program e Abstracts
All the seminars will take place in room Alfa 2 - Rizzi - Aule Feruglio
Workshop Schedule
Abstract: Gale correspondence provides a duality between sets of n points in projective spaces of dimension s and r when n=r+s+2. For small values of s, this duality has a remarkable geometric manifestation: the blowup of a projective space of dimension r at n points can be realized as a moduli space of vector bundles on the blowup of a projective space of dimension s at the Gale dual points. We explore this realization to describe the birational geometry of blowups of projective spaces at points in very general position. We will focus in particular on the cases where the blowup fails to be a Mori Dream Space, reporting on a joint work with Carolina Araujo, Ana-Maria Castravet and Inder Kaur.
Fano 3-folds and some results on moduli spaces of curves
Francesco Zucconi
Abstract: In this talk we will present some results and some open problems on the rationality problem of some moduli spaces of spin curves, which can be studied using Fano 3-folds theory. In particular we will treat the hyperelliptic case and the thetanull one.
Participants
Ageu Barbosa Freire
Alberto Calabri
Alex Casarotti
Elsa Corniani
Pietro Corvaja
Pietro de Poi
Luigi Lombardi
Diletta Martinelli
Alex Massarenti
Ernesto Carlo Mistretta
Carla Novelli
Eleonora Anna Romano
Luca Tasin
Amos Turchet
Stefano Urbinati
Tomasz Wawak
Francesco Zucconi