5 oct 2015 - 10 oct 2015
Department of Mathematics of Würzburg University
Topics
Poisson Geometry, deformation quantization and noncommutative geometry can be seen as among the most attractive paths from a classical world to the quantum world in the realm of geometry. The autumn school aims to develop the connection between different research areas in these three fields with a strong emphasize on the applications in quantum field theory on noncommutative spaces. With our school we aim to gather leading experts in their fields and give young scientists, PhD students and young Postdocs the unique opportunity to see not just these fields of research but also their relations being developed in a series of lectures.
Speakers
- Francesco D'Andrea (University of Naples)
New Trends in Noncommutative Differential Geometry
- Martin Bordemann (Univ. Haute Alsace, Mulhouse)
Algebraic Aspects of Deformation Quantization
- Henrique Bursztyn (IMPA, Rio de Janeiro)
Poisson Geometry and Beyond
- Simone Gutt (ULB, Brussels)
Symmetries in Deformation Quantization
- Gandalf Lechner (University of Cardiff)
Strict Deformation Quantization and Noncommutative Quantum Field Theories
- Eva Miranda (University of Barcelona)
Poisson Geometry and Normal Forms: A Guided Tour through Examples
Organizers: Chiara Esposito, Thorsten Reichert, Matthias Schötz, Stefan Waldmann.
Speakers: Martin Bordemann, Henrique Bursztyn, Francesco D'Andrea, Simone Gutt, Gandalf Lechner, Eva Miranda.