Important notice : Coronavirus

In light of the current situation concerning the COVID-19 pandemic, we have decided to cancel the Summer School.

We hope that we will be able to postpone it to a near future. We will inform you about new dates as soon as the situation will get back to normal.


Several important results have been obtained in the recent years in Spectral Theory, Control and Inverse problems for partial differential equations. This Summer School aims at presenting several important different aspects of these theories, some major advances obtained recently on these fields and the challenges that remain. 

The summer school will consist of 4 lectures (4h30 each) focusing on several different related aspects: The Spectral Shift Function for Quantum Hamiltonians, Spectral theory for periodic operators, Unique continuation for waves, and Inverse problems for hyperbolic PDEs. 

Each lecture will be addressed to PhD students, post-doctoral fellows and colleagues willing to learn on these topics. A poster session will also be organized to stimulate discussions between the participants, see the corresponding Poster Submission tab.

This Summer School is part of the program "Etats de la Recherche" supported by the SMF (Société Mathématique de France).


Vincent Bruneau - Université de Bordeaux

    The Spectral Shift Function for Quantum Hamiltonians

Sonia Fliss - ENSTA ParisTech

    Spectral theory for periodic operators

Matthieu Léautaud - Université Paris-Sud

    On unique continuation for waves

Lauri Oksanen - University College London

    Inverse problems for hyperbolic PDEs


A poster session will be organized.  The submission deadline is Mai 15, 2020.

Important dates

Poster submission is open up to Mai 15, 2020. 

Partial funding application is open up to Mai 15, 2020.

Registration is open up to Mai 15, 2020. 


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