论文标题
$ su（n）$ $ \ MATHCAL {n} = 2 $ supersymmetric Gauge理论的A-D Hypersurface with $ n_f = 2n-2 $
A-D hypersurface of $su(n)$ $\mathcal{N}=2$ supersymmetric gauge theory with $N_f = 2n-2$ flavors
论文作者
论文摘要
在上一封信中，Arxiv：2210.16738 [Hepth]，我们发现一组风味质量关系是限制的，认为$β$ - 成型的$ a_ {n-1} $ Quiver矩阵模型还可以在巨大的缩放限制中恢复最大对称性，并报告了Argyresres-Douglas-douglas-douglas critical-Dersurface的存在。在这封信中，我们在模量参数上得出了混凝土条件，这些条件在维持风味质量关系的同时最大程度地脱离了Seiberg-witten曲线。这些条件定义了A-D高度表面。
In the previous letter, arXiv:2210.16738[hep-th], we found a set of flavor mass relations as constraints that the $β$-deformed $A_{n-1}$ quiver matrix model restores the maximal symmetry in the massive scaling limit and reported the existence of Argyres-Douglas critical hypersurface. In this letter, we derive the concrete conditions on moduli parameters which maximally degenerates the Seiberg-Witten curve while maintaining the flavor mass relations. These conditions define the A-D hypersurface.
