Programs

Organizers

Murad ALIM, Technical University of Munich  ✉ 🌐

Si Li (李思), YMSC ✉ 🌐

Yong Li (李镛), BIMSA ✉ 🌐

Xinxing Tang (唐鑫星), BIMSA ✉ 🌐

Abstract

Resurgence theory provides a framework for studying divergent perturbative expansions and the non-perturbative structures encoded by Borel transforms, analytic continuation, and Stokes phenomena. In mathematical physics, it appears naturally in exact WKB analysis, quantum curves, Chern-Simons theory, knot invariants, topological strings, spectral problems, wall-crossing, and related q-series structures. The proposed conference, Resurgence theory in mathematical physics, will be centered on these interconnected topics, with particular attention to the role of resurgence in relating local perturbative calculations to global quantum, geometric, and topological structures.