8 citations · 17 across the 6 of their papers we have counts for
6 papers
Spectral networks for polynomial cubic differentials
Omar Kidwai, Guillaume Tahar
We study cubic differentials and their spectral networks on Riemann surfaces, focusing on the polynomial case on the Riemann sphere. We introduce the notion of spectral core as the…
Refined BPS structures and topological recursion - the Weber and Whittaker curves
Omar Kidwai, Kento Osuga
We study properties of the recently established refined topological recursion for some simple spectral curves associated to quadratic differentials. We prove explicit formulas for…
Quantum curves from refined topological recursion: the genus 0 case
Omar Kidwai, Kento Osuga
We formulate geometrically (without reference to physical models) a refined topological recursion applicable to genus zero curves of degree two, inspired by Chekhov-Eynard and Marc…
Topological recursion and uncoupled BPS structures II: Voros symbols and the -function
Kohei Iwaki, Omar Kidwai
We continue our study of the correspondence between BPS structures and topological recursion in the uncoupled case, this time from the viewpoint of quantum curves. For spectral cur…
Topological recursion and uncoupled BPS structures I: BPS spectrum and free energies
Kohei Iwaki, Omar Kidwai
For the hypergeometric spectral curve and its confluent degenerations (spectral curves of "hypergeometric type"), we obtain a simple formula expressing the topological recursion fr…
Higher length-twist coordinates, generalized Heun's opers, and twisted superpotentials
Lotte Hollands, Omar Kidwai
In this paper we study a proposal of Nekrasov, Rosly and Shatashvili that describes the effective twisted superpotential obtained from a class S theory geometrically as a generatin…