Chun-hong Zhang

most citedSuperintegrability for (

β

-deformed) partition function hierarchies with

W

-representations

55 citations · 84 across the 3 of their papers we have counts for

collaborators

3 papers

hep-th2022★ 55 cited

Superintegrability for ( $β$ -deformed) partition function hierarchies with $W$ -representations

Rui Wang, Fan Liu, Chun-Hong Zhang +1

We construct the ( $β$ -deformed) partition function hierarchies with $W$ -representations. Based on the $W$ -representations, we analyze the superintegrability property and derive the…

hep-th2022★ 23 cited

CFT approach to constraint operators for ( $β$ -deformed) hermitian one-matrix models

Rui Wang, Chun-Hong Zhang, Fu-Hao Zhang +1

Since the ( $β$ -deformed) hermitian one-matrix models can be represented as the integrated conformal field theory (CFT) expectation values, we construct the operators in terms of th…

hep-th2019★ 6 cited

$W_{1 + \infty}$ constraints for the hermitian one-matrix model

Rui Wang, Ke Wu, Zhao-Wen Yan +2

We construct the multi-variable realizations of the $W_{1 + \infty}$ algebra such that they lead to the $W_{1 + \infty}$ $n$ -algebra. Based on our realizations of the $W_{1 + \infty}$ al…

Superintegrability for (β-deformed) partition function hierarchies with W-representations

CFT approach to constraint operators for (β-deformed) hermitian one-matrix models

W1+∞​ constraints for the hermitian one-matrix model

Superintegrability for ( $β$ -deformed) partition function hierarchies with $W$ -representations

CFT approach to constraint operators for ( $β$ -deformed) hermitian one-matrix models

$W_{1 + \infty}$ constraints for the hermitian one-matrix model