“Mathematical Methods For Control Theory (part IV)” by Umberto Biccari & Víctor Hernández-Santamaría
2018/03/09 – 2018/03/27
11:30 – 13:00
EDI & TIMON ROOMS AT DEUSTOTECH
Abstract:
The aim of this course is to present a systematic overview of several mathematical tools which are commonly employed in control theory. The lectures will be organized in various thematic modules, each one developed around a different type of model. We will treat both theoretical and numerical aspects.
The lectures during March will be devoted to the problem of computing null-controls for parabolic equations or systems by using the Hilbert Uniqueness Method (HUM). We will review recent results on this subject and we will emphasize on the main ideas underlying the penalized HUM approach.
The aim of this course is to present a systematic overview of several mathematical tools which are commonly employed in control theory. The lectures will be organized in various thematic modules, each one developed around a different type of model. We will treat both theoretical and numerical aspects.
The lectures during March will be devoted to the problem of computing null-controls for parabolic equations or systems by using the Hilbert Uniqueness Method (HUM). We will review recent results on this subject and we will emphasize on the main ideas underlying the penalized HUM approach.
