2026

Flavio CRUZ

Affiliation

Universidade Regional do Cariri, Brésil

Lauréat avec Barbara NELLI, Universitá di L’Aquila (Italie). Son mini-cours et son interview

Somayeh CHOPOGHLOO

Affiliation

IPM, Iran

Lauréate avec David FERNÁNDEZ-DUQUE, University of Barcelona (Espagne). Mini-cours

Joel FOTSO TACHAGO

Affiliation

University of Bamenda, Cameroun

Lauréat avec Zappale ELVIRA, University Sapienza di Roma (Italy).

Brahim ALOUINI

Affiliation

University of Monastir

Lauréat avec Olivier Goubet, Université de Lille (France).

Joseph Ray Clarence Damasco

Affiliation

University of the Philippines

Lauréat du Trimestre IHP "Illustration as a Research Mathematical Technique" du 5 janvier au 3 avril 2026.

EMA Théorie quantique, combinatoire extrémale et topologie appliquée

Coordinator: Rémi Cocou JAVOHOU (UNSTIM, Bénin)

Operator Algebras: Approximation, Rigidity and Dynamics

Operator algebras are self-adjoint subalgebras of the bounded operators on a Hilbert space and divide into two main classes: C∗-algebras and von Neumann algebras, according to whether one demands that they are closed in the norm topology or the weak operator topology.

Collaborative Workshop on Arithmetic Groups (ADG VI)

The central objective is to gain a solid understanding of Aurel Page’s advanced course on Arithmetic Groups that will be held at the end of the workshop. During this course, the following topics will be covered: reduction theory, strong approximation, arithmetic manifolds, Hecke operators, equidistribution, etc. We plan to divide this Collaborative Workshop on Arithmetic Groups into four phases.

From theory to practice: Innovative mathematical research in the real world

This collaborative workshop will consist of 9 research groups under the supervision of an expert working on recent research developments in analysis, modeling, data analysis, number theory, and scientific computing, with applications to real-world problems.

In your motivation letter, please say at the beginning in which group you want to work.

Mathematical Developments in Geophysical Fluid Dynamics

Geophysical Fluid Dynamics covers a wide range of applications in atmospheric and oceanic sciences with direct connections to the challenges of climate change. Historically studied by physicists and applied mathematicians, rotating fluids have been the subject of many recent results involving the analysis of PDEs. However, exchanges between these communities remain relatively rare and isolated.

2026