论文标题
关于镜头积分五角大楼身份的注释
Notes on the lens integral pentagon identity
论文作者
论文摘要
我们通过降低$ \ Mathcal n = 2 $镜头超对称分区功能的平等性来获得三维镜偶双重理论的镜头积分五角形身份。
We obtain the lens integral pentagon identity for three-dimensional mirror dual theories in terms of hyperbolic hypergeometric functions via reduction of equality for $\mathcal N=2$ lens supersymmetric partition functions of a certain supersymmetric IR duality.
