Lauréat avec LUTZ HEINRICH STRUNGMANN Mannheim University (Allemagne) - Son mini-cours et son interview
Célestin LELE
Affiliation
University of Dschang
2024
Bouchra BENSIALI
Affiliation
École Centrale Casablanca
Lauréate avec Stefan Sauter the University of Zurich (Suisse).
Son mini-cours
Abdulhakeem YUSUF
Affiliation
Federal University of Technology Minna
Lauréat avec Kai SCHNEIDER Aix-Marseille Université (France).
Son mini-cours
Prim PLANSANGKATE
Affiliation
Prince of Songkla University
Lauréate avec Boris KRUGLIKOV The Artic University of Norway (Norvège).
Son mini-cours
Amir MAFI
Affiliation
University of Kurdistan
Lauréat avec Josep ALVAREZ MONTANER Universitat Politècnica de Catalunya (Espagne) - Son mini-cours et son interview
Neslihan GÜGÜMCÜ
Affiliation
Izmir Institute of Technology
Lauréate avec Jo ELLIS-MONAGHAN University of Amsterdam (Pays-Bas).
Son mini-cours
Gastón GARCÍA
Affiliation
Universidad Nacional de La Plata
Lauréat avec Fabio GAVARINI University of Rome Tor Vergata (Italie).
Son mini-cours
Safraz AHMAD
Affiliation
COMSATS University Islamabad
Lauréat avec Volkmar WELKER University of Marburg (Allemagne) - Son mini-cours et son interview
Group Actions and Rigidity: Around the Zimmer Program
This term focuses on rigidity of group actions with some focus on issues that arise out of Zimmer's groundbreaking work in the 1980's. Areas of interest range from local and global rigidity of group actions to special rigidity phenomena in small dimensions to symmetry groups of geometric structures to measure rigidity results for quite general group actions with hyperbolicity. This broad area has seen a very large number of dramatic breakthroughs in recent years.
Quantum many-body systems out-of-equilibrium
The theoretical study of quantum many-body systems is a challenging task due to the amazing complexity induced by the huge number of degrees of freedom of these systems. Equilibrium properties of such systems have been deeply studied in the last decades. In particular, at one-dimension, it is possible for some systems to have access to exact solutions, for instance, within Bethe Ansatz methods. Where exact solutions are not accessible, it is possible to use field theoretical approaches or numerical techniques.