8 citations · 32 across the 10 of their papers we have counts for
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BKP-Affine Coordinates and Emergent Geometry of Generalized Brézin-Gross-Witten Tau-Functions
Zhiyuan Wang, Chenglang Yang, Qingsheng Zhang
Following Zhou's framework, we consider the emergent geometry of the generalized Brézin-Gross-Witten models whose partition functions are known to be a family of tau-functions of t…
Kac-Schwarz Operators of Type , Quantum Spectral Curves, and Spin Hurwitz Numbers
Ce Ji, Zhiyuan Wang, Chenglang Yang
Given a tau-function of the BKP hierarchy satisfying , we discuss the relation between its BKP-affine coordinates on the isotropic Sato Grassmannian and its BKP-wave…
A formalism of abstract quantum field theory of summation of fat graphs
Zhiyuan Wang, Jian Zhou
In this work we present a formalism of abstract quantum field theory for fat graphs and its realizations. This is a generalization of an earlier work for stable graphs. We define t…
On affine coordinates of the tau-function for open intersection numbers
Zhiyuan Wang
In Alexandrov's work \cite{al2, al3} it has been shown that the extended partition function introduced by Buryak in \cite{bu, bu2} is a tau-function of the KP…
Fourier-Like Transforms of Stable Graphs and Holomorphic Anomaly Equations
Zhiyuan Wang, Jian Zhou
In this paper we develop a theory of Fourier-like transforms on the space of stable graphs. In particular, we introduce a duality theory of stable graphs. As an application, we der…
A Unified Approach to Holomorphic Anomaly Equations and Quantum Spectral Curves
Zhiyuan Wang, Jian Zhou
We present a unified approach to holomorphic anomaly equations and some well-known quantum spectral curves. We develop a formalism of abstract quantum field theory based on the dia…