论文标题
$ \ MATHCAL {N} = 1 $从无调手性颤动的偶性双重性
$\mathcal{N}=1$ conformal dualities from unoriented chiral quivers
论文作者
论文摘要
我们研究4D $ \ MATHCAL {n} = 1 $ toric仪表理论的各种东方投影，与奇异性相关，称为$ l^{a，b，a}/\ mathbb {z} _2 $，$ a+b $偶数。我们获得具有相同中央电荷，异常和超符号指数的超符合性手性理论，而在Erientifold之前它们是不同的。其中一些预测是通过一种新型的前瞻性类型实现的，没有固定基因座，称为Glide Erientifold。我们声称这些理论流向相同的保形流形，并且它们通过二次恰好边缘变形连接。后者可以用$ r $ charge One的双叉式字段的结合对书写，从而将以前的结果概括为无针对性的非手续理论。
We study various orientifold projections of 4d $\mathcal{N}=1$ toric gauge theories, associated with CY singularities known as $L^{a,b,a}/\mathbb{Z}_2$, with $a+b$ even. We obtain superconformal chiral theories that have the same central charge, anomalies and superconformal index, whereas they were different before the orientifold. Some of these projections are implemented by a novel type of orientifold without fixed loci, known as glide orientifold. We claim that these theories flow to the same conformal manifold, and they are connected by quadratic exactly marginal deformations. The latter can be written in terms of conjugate pairs of bifundamental fields of $R$-charge one, generalizing previous results for unoriented non-chiral theories.
