Zhiyuan Wang

activity

20182023

most citedA Unified Approach to Holomorphic Anomaly Equations and Quantum Spectral Curves

8 citations · 32 across the 10 of their papers we have counts for

collaborators

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3 papers · 1 filter

nlin.SI2022★ 2 cited

Connected $(n, m)$ -Point Functions of Diagonal $2$ -BKP Tau-Functions, and Spin Double Hurwitz Numbers

Zhiyuan Wang, Chenglang Yang

We derive an explicit formula for the connected $(n, m)$ -point functions associated to an arbitrary diagonal tau-function of the $2$ -BKP hierarchy using computation of neutral fermi…

nlin.SI2022★ 2 cited

Diagonal Tau-Functions of 2D Toda Lattice Hierarchy, Connected $(n, m)$ -Point Functions, and Double Hurwitz Numbers

Zhiyuan Wang, Chenglang Yang

We derive an explicit formula for the connected $(n, m)$ -point functions associated to an arbitrary diagonal tau-function $τ_{f} (t^{+}, t^{-})$ of the 2d Toda lat…

nlin.SI2022★ 8 cited

BKP Hierarchy, Affine Coordinates, and a Formula for Connected Bosonic $N$ -Point Functions

Zhiyuan Wang, Chenglang Yang

We derive a formula for the connected $n$ -point functions of a tau-function of the BKP hierarchy in terms of its affine coordinates. This is a BKP-analogue of a formula for KP tau-…

Connected (n,m)-Point Functions of Diagonal 2-BKP Tau-Functions, and Spin Double Hurwitz Numbers

Diagonal Tau-Functions of 2D Toda Lattice Hierarchy, Connected (n,m)-Point Functions, and Double Hurwitz Numbers

BKP Hierarchy, Affine Coordinates, and a Formula for Connected Bosonic N-Point Functions

Connected $(n, m)$ -Point Functions of Diagonal $2$ -BKP Tau-Functions, and Spin Double Hurwitz Numbers

Diagonal Tau-Functions of 2D Toda Lattice Hierarchy, Connected $(n, m)$ -Point Functions, and Double Hurwitz Numbers

BKP Hierarchy, Affine Coordinates, and a Formula for Connected Bosonic $N$ -Point Functions