论文标题
六维超符合指数的全息方法
A holographic approach to the six-dimensional superconformal index
论文作者
论文摘要
我们对当地运营商的空间进行了猜想的描述，这些估计有限的许多五脑，$ m $理论的层次层面是全态扭曲的层面。我们的方法是通过扭曲全息图的镜头，并利用了十一维超重力的最小扭曲的描述。我们发现本地运营商的空间是特殊线性紧凑的超级谎言代数$ E（3 | 6）$的模块。从本地运营商的猜想描述中，我们推断出六维$ \ MATHCAL {n} =（2,0）$ $ a_ {n-1} $的六维$ \ mathcal {n} =（2,0）$的封闭公式。
We present a conjectural description of the space of local operators on a stack of finitely many fivebranes in $M$ theory at the level of the holomorphic twist. Our approach is through the lens of twisted holography and utilizes a description of the minimal twist of eleven-dimensional supergravity. We find that the spaces of local operators are modules for the exceptional linearly compact super Lie algebra $E(3|6)$. From the conjectural description of local operators we deduce closed formulas for the superconformal index of six-dimensional $\mathcal{N}=(2,0)$ theories of type $A_{N-1}$.
