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The fractional Liouville equation in dimension 1 - Compactness and quantization


In this talk I will introduce the fractional Liouville equation on the circle S1 and its geometric interpretation in terms of conformal immersions of the unit disk into the complex plane. Using this interpretation we can show that the solution of the fractional Liouville equation have very precise compactness properties (including quantization) with a clear geometric counterpart. I will also compare these result with analogue ones for the classical Liouville equation in dimension 2, used to prescribe the Gaussian curvature.

This is a joint work with Tristan Riviere and Francesca Da Lio.
http://cvgmt.sns.it/seminar/467/

When
Tue Jul 14, 2015 2pm – 3pm Coordinated Universal Time
Where
Scuola Normale Superiore, Aula Bianchi Scienze (map)