PDE Methods in Control

The week of 23-26 January I followed an outstanding course Partial Differential Equation Methods in Control, given by Prof. Eduardo Cerpa, from the Mathematics Department of Universidad Técnica Federico Santa María (Valparaíso, Chile). Sessions took place at GIPSA-lab.

Below you will find some extra information.

Content: In this course we study controllability and stabilization methods for infinite-dimensional systems described by partial differential equations (PDEs). Classical PDEs as the transport equation, the heat equation, and the wave equation are considered in detail. Moreover, other models as the Korteweg-de Vries equation and the Kuramoto-Sivashinsky equation are studied from a control viewpoint.

Schedule:

Monday 23
08:30-10:00
10:15-11:45

Tuesday 24
08:30-10:00
10h15:11h45

Wednesday 25
08:30-10:00
10:15-11h45
and
13:30-15:00
15:15-16:45

Thursday 26
08:30-10:00
10:15-11:45

I look forward to LaTeXing my handwritten notes! See the advances in this SageMathCloud public link.