论文标题
在三个刺破球上压缩的非最小D型共形物质
Non minimal D-type conformal matter compactified on three punctured spheres
论文作者
论文摘要
我们研究$ 6D $ non minimal $（d_ {p+3}，d_ {p+3}）$ type Conformal Matter的压实。这些可以由$ n $ m5-branes描述，探测$ d_ {p+3} $ - 键入singularity。我们得出了$ 4D $ Lagrangians，对应于三个穿刺球（Trinions）的$ 6D $ scfts的压实，并带有两种最大穿刺和1个最小穿刺。 Trinion模型由简单的$ \ Mathcal {n} = 1 $ su（2n）$计量节点进行描述。我们使用上述$ 6D $ scfts之间的RG流量来得出Trinion Lagrangians，其值不同，$ p $，与将其紧凑型RG流与$ 4D $相匹配的关系。建议的trinions在最小$ n = 1 $的情况下显示为已知模型。还进行了其他检查，以显示新的最小穿刺维持模型之间的预期S偶性，在该模型中，我们交换了两次这样的穿刺。我们还表明，关闭新的最小穿刺会导致预期的通量管模型。
We study compactifications of $6d$ non minimal $(D_{p+3},D_{p+3})$ type conformal matter. These can be described by $N$ M5-branes probing a $D_{p+3}$-type singularity. We derive $4d$ Lagrangians corresponding to compactifications of such $6d$ SCFTs on three punctured spheres (trinions) with two maximal punctures and one minimal puncture. The trinion models are described by simple $\mathcal{N}=1$ quivers with $SU(2N)$ gauge nodes. We derive the trinion Lagrangians using RG flows between the aforementioned $6d$ SCFTs with different values of $p$ and their relations to matching RG flows in their compactifications to $4d$. The suggested trinions are shown to reduce to known models in the minimal case of $N=1$. Additional checks are made to show the new minimal punctures uphold the expected S-duality between models in which we exchange two such punctures. We also show that closing the new minimal puncture leads to expected flux tube models.
