Rui Wang

most citedHigher order constraints for the (

β

-deformed) Hermitian matrix models

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

collaborators

2 papers

math.SP2025

Pólya's conjecture on $S^{1} \times R$

Pedro Freitas, Rui Wang

We study the area ranges where the two possible isoperimetric domains on the infinite cylinder $S^{1} \times R$ , namely, geodesic disks and cylindrical strips of the form…

hep-th2024★ 2 cited

Higher order constraints for the ( $β$ -deformed) Hermitian matrix models

Rui Wang

We construct the ( $β$ -deformed) higher order total derivative operators and analyze their remarkable properties. In terms of these operators, we derive the higher order constraints…

Pólya's conjecture on S1×R

Higher order constraints for the (β-deformed) Hermitian matrix models

Pólya's conjecture on $S^{1} \times R$

Higher order constraints for the ( $β$ -deformed) Hermitian matrix models