论文标题
Harer-Zagier公式的量化
Quantization of Harer-Zagier formulas
论文作者
论文摘要
我们在Q形式的Hermitian高斯矩阵模型中得出了Harer-Zagier公式的单迹和双跟踪相关器的类似物。这充分描述了单个跟踪相关器，并为重要的矩阵模型属性（例如属扩展和wick定理）开辟了通往$ q $的道路。
We derive the analogues of the Harer-Zagier formulas for single- and double-trace correlators in the q-deformed Hermitian Gaussian matrix model. This fully describes single-trace correlators and opens a road to $q$-deformations of important matrix models properties, such as genus expansion and Wick theorem.
