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Constant scalar curvature metrics on Riemann surfaces

Speaker: 
Carlo Scarpa
Institution: 
SISSA
Schedule: 
Friday, November 20, 2020 - 14:00
Location: 
Online
Location: 
Zoom, sign in to get the link
Abstract: 

We will see an analytic proof of the existence of constant scalar metrics on compact Riemann surfaces, after Kazdan-Warner and Fine. The proof will be fairly detailed, to highlight some features of the problem that appear also in higher-dimensional situations.

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