activity
20072026
most citedPseudo-differential equations, and the Bethe Ansatz for the classical Lie algebras

69 citations · 403 across the 26 of their papers we have counts for

collaborators

26 papers

math-ph2026

ODE/IM Correspondence at the Free-Fermion Point. Laguerre Wronskians, Shifted Symmetric Functions, and Quantum KdV

Davide Masoero, Giulio Ruzza

We consider the ODE/IM correspondence for the value of the Virasoro central charge (free-fermion point) and the associated quantum KdV model the quantization of the seco…

math-ph2025

A primer of the complex WKB method, with application to the ODE/IM correspondence

Gabriele Degano, Davide Masoero

In these lectures, we provide an introduction to the complex WKB method, using as a guiding example a class of anharmonic oscillators that appears in the ODE/IM correspondence. In…

math-ph2023★ 3 cited

Feigin-Frenkel-Hernandez Opers and the QQ-system

Davide Masoero, Andrea Raimondo

This paper represents the completion of our work on the ODE/IM correspondence for the generalised quantum Drinfeld-Sokolov models. We present a unified and general mathematical the…

math-ph2023

-functions for lambda opers

Davide Masoero, Evgeny Mukhin, Andrea Raimondo

We consider the Schrödinger operators which are constructed from the -opers corresponding to solutions of the Gaudin Bethe Ansatz equations. We defin…

math.CA2023★ 3 cited

Asymptotic solutions for linear ODEs with not-necessarily meromorphic coefficients: a Levinson type theorem on complex domains, and applications

Giordano Cotti, Davide Guzzetti, Davide Masoero

In this paper, we consider systems of linear ordinary differential equations, with analytic coefficients on big sectorial domains, which are asymptotically diagonal for large value…

math-ph2021★ 9 cited

On solutions of the Bethe Ansatz for the Quantum KdV model

Riccardo Conti, Davide Masoero

We study the Bethe Ansatz Equations for the Quantum KdV model, which are also known to be solved by the spectral determinants of a specific family of anharmonic oscillators called…