Seminario del 2016

Aprile
26
2016
Alex Massarenti,
ON THE BIREGULAR GEOMETRY OF FULTON-MACPHERSON CONFIGURATION SPACES
fisica matematica
The Fulton-MacPherson conguration space is a natural compactication of the conguration space of n ordered points on a smooth projective variety . The Kontsevich moduli space parametrizing stable maps from n-pointed rational curves to a projective space is another widely studied algebraic variety, and plays a central role in algebraic geometry, string theory and Gromov-Witten theory. These two spaces are indeed closely related. In this seminar we will discuss properties of fibrations of these spaces, and compute their automorphism groups.
organizzato da: Monica Idà
nell'ambito del Progetto R.F.O. 2014 del prof. Mirella Manaresi

indietro