[HTML][HTML] On ELSV-type formulae and relations between Ω-integrals via deformations of spectral curves
The general relation between Chekhov–Eynard–Orantin topological recursion and the
intersection theory on the moduli space of curves, the deformation techniques in topological …
intersection theory on the moduli space of curves, the deformation techniques in topological …
[PDF][PDF] On ELSV-type formulae and relations between Ω-integrals via deformations of spectral curves
G Borot, M KAREV, D Lewanski - arXiv preprint arXiv:2312.16049 - mathematik.hu-berlin.de
The general relation between Chekhov–Eynard–Orantin topological recursion and the
intersection theory on the moduli space of curves, the deformation techniques in topological …
intersection theory on the moduli space of curves, the deformation techniques in topological …
Topological Recursion for Transalgebraic Spectral Curves and the TR/QC Connection
Q Weller - 2022 - era.library.ualberta.ca
The topological recursion is a construction in algebraic geometry that takes in the data of a
so-called spectral curve, S=(Σ, x, y) where Σ is a Riemann surface and x, y: Σ→ C∞ are …
so-called spectral curve, S=(Σ, x, y) where Σ is a Riemann surface and x, y: Σ→ C∞ are …
Free probability meets topological recursion
F Leid - 2023 - publikationen.sulb.uni-saarland.de
The subject of this thesis lies at the intersection of free probability, Hurwitz theory and
topological recursion. It is based on the following collaborations: Higher order free …
topological recursion. It is based on the following collaborations: Higher order free …