4 papers
Modular resurgent structures for vectors
Miranda C. N. Cheng, Ioana Coman, Veronica Fantini +1
Building on prior results [1], we introduce vector-valued modular resurgent series, whose components exhibit a single infinite tower of singularities in the Borel plane, trivial se…
Modular resurgent structures
Veronica Fantini, Claudia Rella
The theory of resurgence uniquely associates a factorially divergent formal power series with a collection of exponentially small non-perturbative corrections paired with a set of…
Modular resurgence, -Pochhammer symbols, and quantum operators from mirror curves
Veronica Fantini, Claudia Rella
Building on the results of [1,2], we study the resurgence of -Pochhammer symbols and determine their summability and quantum modularity properties. We construct a new, infinite…
Strong-weak symmetry and quantum modularity of resurgent topological strings on local
Veronica Fantini, Claudia Rella
Quantizing the mirror curve to a toric Calabi-Yau threefold gives rise to quantum operators whose fermionic spectral traces produce factorially divergent formal power series in the…