Date/Time
12 January 2025 - 17 January 2025
Organized by
Jørgen Andersen (Southern University of Denmark), Bertrand Eynard (Université Paris-Saclay), Marcos Mariño (UNIGE), Maxim Kontsevich (IHES)
Event page & registration
https://indico.cern.ch/event/1369783/
Description
The theory of resurgence was developed to provide a deeper understanding of asymptotic series in various fields of mathematics. More recently, this theory has been applied to problems in geometry and topology, leading to a new perspective on enumerative invariants in three-manifold topology and in algebraic geometry. A remarkable synthesis is emerging, relating analytic invariants in the theory of resurgence to enumerative invariants, as well as their wall-crossing behavior. The physical framework for these phenomena is non-perturbative quantum field theory and string theory, and beautiful results and conjectures are being obtained both in physics and in mathematics.
More information soon
Location
SwissMAP Research Station, Les Diablerets, Switzerland
