Tuesday, 9 May 2017,

* 3 p.m. (sharp),
Dr. Matias Delgadino - ICTP Trieste
at the conference room of IMATI-CNR in Pavia, will give a lecture titled:

Interaction Energy minimizers and partial regularity for higher order Obstacle Problems.

* 4 p.m. (sharp)
Dr. Ionuţ Munteanu, Cuza University, Romania
will give a lecture titled:

On boundary stabilization of equilibrium solutions to parabolic-like equations

as part of the Applied Mathematics Seminar (IMATI-CNR e Dipartimento di Matematica, Pavia).

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Abstract Dr. Matias Delgadino: Motivated by swarming models, we analyse local minimizers to the Interaction Energy. Using classical results of potential theory, we show a surprising relationship between local minimizers of the Interaction Energy and solutions to Obstacle Problems. Exploiting this relationship we translate regularity results from one setting onto the other.

Abstract Dr. Ionuţ Munteanu: In this talk we shall design boundary stabilizers of proportional type associated to parabolic equations (semilinear heat equations). Then we shall discuss on their main advantages and disadvantages in their use. Finally, we shall give some examples in order to illustrate the acquired results.

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http://matematica.unipv.it/it/seminari-matematica-applicata