Mini-Workshop: Resurgence, Difference Equations and Quantum Modularity

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Authors: Murad Alim, Veronica Fantini, Lotte Hollands, Claudia Rella
Cited by: 0
References: 22

Abstract

The resurgent analysis of asymptotic series has found diverse applications and led to profound insights into our understanding of enumerative geometry, difference equations, and quantum modular forms. Consequently, interactions among these three independent yet intertwined avenues of contemporary research have recently soared. This mini-workshop brought together both senior and junior researchers from each area to clarify the state of the art and establish common ground for collectively addressing the most relevant open questions in the field.

Fields of Study & Subjects

Advanced Mathematical Identities Algebraic Geometry and Number Theory Advanced Combinatorial Mathematics

Publication details

Journal / source
Oberwolfach Reports
Volume
22
Issue
4
Pages
2593–2632
Publication date
4 March 2026
Language
EN