[Todos CMAT] Recordatorio minicurso Curve shortening flow: lunes 26, 16-18 hrs, IMERL.

[Martin Reiris - CMAT]

Hola a todos/as,

solo recordarles que el lunes comienza el minicurso sobre Curve Shortening
Flow por Theodora Bourni (University of Tennessee Knoxville).

Las cuatro charlas serán de 16:00 hrs a 18:00 hrs en el salón de seminarios
del IMERL en los siguientes días,

Lunes 29 de agosto,
Miércoles 31 de agosto
Lunes 5 de septiembre
Miércoles 7 de septiembre


El minicursos fue aprobado por la CP con dos créditos para el posgrado
(recordar que un seminario son 4 créditos y un curso 12). Se aprueba con
una entrega de problemas. A los/las interesados/as en acreditarlo les ruego
me lo hagan saber.

Nos vemos!

Martín.

*Introduction to Curve Shortening Flow.*

In this series of talks we will introduce curve shortening flow, which is
the one dimensional case of the more general mean curvature flow. We will
start with a brief introduction in the geometry of curves and set useful
notation. We will then define curve shortening flow, discuss its
applications and proceed with a number of geometric properties of the flow,
including sketches of proofs. At the end of the course we will introduce
the notion of ancient solutions which are solutions that model
singularities of the flow and as such are vital in the study of the field.
The end goal is to present some classification theorems of such solutions.
Finally, if time allows, we will briefly touch on the higher dimensional
case and the ancient solutions of mean curvature flow.

-- 
Prof. Agr. de Matemática, FCien - UR.
http://www.cmat.edu.uy/docentes/reiris-ithurralde-martin
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