activity
20232025
most citedSuper volumes and KdV tau functions

1 citations · 2 across the 6 of their papers we have counts for

collaborators

6 papers

math.AG2025

From double-scaled SYK correlators to Weil-Petersson volumes

Norman Do, Paul Norbury

Okuyama introduced a family of polynomials, whose coefficients depend on a parameter , in his study of correlators in the double-scaled SYK model. He verified in small cases tha…

math.AG2025

A q-analogue of Mirzakhani's recursion for Weil-Petersson volumes

Norman Do, Paul Norbury

We define q-analogues of Mirzakhani's recursion for Weil-Petersson volumes and the Stanford-Witten recursion for super Weil-Petersson volumes. Okuyama recently introduced a q-defor…

math.AG2024★ 1 cited

Super volumes and KdV tau functions

Alexander Alexandrov, Paul Norbury

Weil-Petersson volumes of the moduli space of curves are deeply related to the Kontsevich-Witten KdV tau function. They possess a Virasoro symmetry which comes out of recursion rel…

math-ph2024

Combinatorics and large genus asymptotics of the Brézin--Gross--Witten numbers

Jindong Guo, Paul Norbury, Di Yang +1

In this paper, we study combinatorial and asymptotic properties of some interesting rational numbers called the Brézin--Gross--Witten (BGW) numbers, which can be represented as the…

math.AG2023★ 1 cited

Super Weil-Petersson measures on the moduli space of curves

Paul Norbury

The super Weil-Petersson metric defined over the moduli space of smooth super curves produces a natural measure over the moduli space of smooth curves. The construction of the meas…

math.AG2023

Weil-Petersson volumes, stability conditions and wall-crossing

Lukas Anagnostou, Scott Mullane, Paul Norbury

In this paper we study Weil-Petersson volumes of the moduli spaces of conical hyperbolic surfaces. The moduli spaces are parametrised by their cone angles which naturally live insi…