论文标题
在二维中，非苏匹配毛毛的命运固定点固定点
The fate of non-supersymmetric Gross-Neveu-Yukawa fixed point in two dimensions
论文作者
论文摘要
我们调查了Fei等人在$ 4-ε$尺寸中发现的非苏联毛毛 - 纽卡瓦固定点的命运，其两个组成部分Majorafana fermion继续持续到两个维度。假设这是一个费米的最小模型，它具有手性$ \ mathbb {z} _2 $对称性（除了费米昂数字奇偶校验），并且只有两个相关的单元操作员，我们就可以在四个候选人中归零。假设最不相关的变形会导致超对称的总纽瓦卡固定点（即费米子三构成伊辛模型），我们可以通过匹配保留的拓扑缺陷线的自旋内容物来排除其中的两个。最终的候选人是Fermionic $（11,4）$最小模型，如果是自动的，则是费米金$（E_ {6}，A_ {10}）$最小模型（如果是单位）。如果我们进一步使用一位作者提出的双重编织关系的约束，则最好是前景。
We investigate the fate of the non-supersymmetric Gross-Neveu-Yukawa fixed point found by Fei et al in $4-ε$ dimensions with a two-component Majorana fermion continued to two dimensions. Assuming that it is a fermionic minimal model which possesses a chiral $\mathbb{Z}_2$ symmetry (in addition to fermion number parity) and just two relevant singlet operators, we can zero in on four candidates. Assuming further that the least relevant deformation leads to the supersymmetric Gross-Neveu-Yukawa fixed point (i.e. fermionic tricritical Ising model), we can rule out two of them by matching the spin contents of the preserved topological defect lines. The final candidates are the fermionic $(11,4)$ minimal model if it is non-unitary, and the fermionic $(E_{6}, A_{10})$ minimal model if it is unitary. If we further use a constraint from the double braiding relation proposed by one of the authors, the former scenario is preferable.
