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Mini-curso: Introducción a los flujos geométricos 2

Samuel Tapie (Nantes) - miércoles 25, salón seminarios 3, 15:00
Ponente:
Cuándo 25/09/2013
de 15:00 a 16:00
Dónde Salón de Seminarios 3
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Geometric flows are ways to deform curves, surfaces and Riemannian manifolds into some more symmetric ons. They are powerful tools that relate geometry and topology.

 The Ricci flow is the most famous example, which allowed to solve the Poincaré conjecture. 

We will give an introduction to these flows, focusing on the cases of curve shortening flow and Ricci flow on surfaces, which is a good introduction to the general setting.

The notes are available here: 

https://dl.dropboxusercontent.com/u/52840860/Flujos_Geometricos2.pdf

Notes for the first session here:

https://dl.dropboxusercontent.com/u/52840860/Flujos_Geometricos1.pdf

The first lecture can be seen here:

http://www.youtube.com/watch?v=2s-tMvXlVKI&feature=share&list=UUomf1gxxCSXzY9y1KoHcrdA