Michele Ancona: Random sections of line bundles over a real Riemann surface

Tid: Må 2019-01-21 kl 13.15 - 14.15

Föreläsare: Michele Ancona (Lyon)

Plats: Room 34, House 5, Kräftriket, Department of Mathematics, Stockholm University

Abstract: The number of real roots of a degree d real polynomial depends on the choice of the coefficients. This raises a natural question.
How many real roots does a degree d real polynomial have, if we pick it at random?
The goal of the talk is to answer this question. More generally, given an ample line bundle L over a real projective curve, we will study the number of real zeros of a random section of L.

Innehållsansvarig:David Rydh
Tillhör: Institutionen för matematik
Senast ändrad: 2019-01-16