论文标题
翻转，二元性和对称性增强
Flips, dualities and symmetry enhancements
论文作者
论文摘要
我们提出各种4D $ \ MATHCAL {N} = 1 $享受IR全局对称性增强的理论。我们认为的型号具有$ USP（2N）$量规组，8个基本，一只反对称性手性和各种数量的单元。通过适当地打开涉及单点的超电球变形，这些变形涉及打破紫外线对称性的一部分，我们以$ e_6 $，$ so（10）$，$ so（9）$，$ so（8）$和$ f_4 $和$ f_4 $ ir Global Symmetry流向SCFTS。我们解释了由于Razamat，Sela和Zafrir引起的两个参数，解释了对称性增强的模式。第一个涉及对边际运营商满足关系的研究，而第二个则依赖于自偶性框架的存在。
We present various 4d $\mathcal{N}=1$ theories enjoying IR global symmetry enhancement. The models we consider have the $USp(2n)$ gauge group, 8 fundamental, one antisymmetric chirals and various numbers of gauge singlets. By suitably turning on superpotential deformations involving the singlets which break part of the UV symmetry we flow to SCFTs with $E_6$, $SO(10)$, $SO(9)$, $SO(8)$ and $F_4$ IR global symmetry. We explain these patterns of symmetry enhancement following two arguments due to Razamat, Sela and Zafrir. The first one involves the study of the relations satisfied by marginal operators, while the second one relies on the existence of self-duality frames.
