This workshop will provide a forum for discussion on recent developments and emerging perspectives in the analysis and spectral theory of Dirac-type operators. The aim is to foster an exchange of ideas among experts from various backgrounds and with common interests in Dirac operators. Topics of interest include, but are not limited to, spectral properties of Dirac operators, including non-self-adjoint problems, boundary value problems, asymptotic analysis, the interplay with geometry via Faber-Krahn inequalities as well as applications in relativistic Quantum Mechanics and solid state Physics.
Jussi Behrndt — Technical University Graz (AT)
William Borrelli — Polytechnic University of Milan (IT)
Vincent Bruneau — University of Bordeaux (FR)
Luca Fanelli — University of the Basque Country (ES)
Michael Loss* — Georgia Institute of Technology (US)
Albert Mas — Polytechnic University of Catalonia (ES)
* to be confirmed
Thomas Ourmières-Bonafos — Institut de Mathématiques de Marseille (FR)
Konstantin Pankrashkin — University of Oldenburg (DE)
Edgardo Stockmeyer — Pontifical Catholic University of Chile (CL)
Hanne Van Den Bosch —University of Chile (CL)
Monika Winklmeier — University of the Andes (CO)
Cristina Brändle — Universidad Carlos III de Madrid (ES)
Florio Ciaglia — Universidad Carlos III de Madrid (ES)
Borbala Gerhat — Institute of Science and Technology Austria (AT)
Juan Manuel Pérez-Pardo — Universidad Carlos III de Madrid (ES)
Lucrezia Cossetti — Ikerbasque & University of the Basque Country (ES)
Marjeta Kramar Fijavž — University of Ljubljana (SI)
David Krejčiřík — Czech Technical University in Prague (CZ)
Petr Siegl — Technical University Graz (AT)