Aim and scope
Equivariant Quantization appeared 15 years ago in the work of C. Duval, P. Lecomte and V. Ovsienko
in their study of geometry of the algebra of differential operators over a G-flat manifold,
for G the projective or conformal group. Since then, many developments have occured, and it appears to be connected
with more and more different topics. The aim of this workshop is to bring together specialists of Equivariant
Quantization and related fields to emulate scientific activity in the following topics:
- Representation theory: bi- and tri-differential invariant operators,
- Differential geometry: Cartan connections, tractors and curved geometries,
- Mathematical Physics: classical/quantum symmetries and integrability,
- Quantum algebra: invariant star-products and q-deformations.
Organising Committee
- Jean-Philippe Michel (Luxembourg)
< jean-philippe.michel (at) uni.lu >
- Norbert Poncin (Luxembourg)
< norbert.poncin (at) uni.lu >
Confirmed Speakers
- Jean-Louis Clerc (Université Henri Poincaré, Nancy)
- Charles H. Conley (University of North Texas)
- Christian Duval (Université d'Aix-Marseille)
- Amine El Gradechi (Université d'Artois, Lens)
- Daniel J.F. Fox (Universidad Politecnica, Madrid)
- Maxim Grigoriev (Lebedev Physics Institut, Moscow)
- Dimitri Gurevitch (Université de Valenciennes)
- Hovhannes Khudaverdian (University of Manchester)
- Pierre Mathonet (University of Luxembourg)
- Jean-Philippe Michel (University of Luxembourg)
- Valentin Ovsienko (CNRS, Université Claude Bernard, Lyon)
- Fabian Radoux (Université de Liège)
- Joseph Silhan (University of Masaryk)
- Stefan Waldmann (University of Freiburg)