论文标题
在ABJM和Latitude Wilson Loop中的三分函数上
On three-point functions in ABJM and the latitude Wilson loop
论文作者
论文摘要
我认为在弱耦合时，ABJM中扭曲的运算符的三分函数。我计算了一个相关器的结构常数，该结构涉及一个旋转值的一个有限值，最高两回路阶。作为应用程序，我对量规组进行了限制，其中，我将三个手性主要运算符的结构常数与超对称性威尔逊环的期望值联系起来。然后，这种关系用于对矩阵模型进行成功的五环测试，以描述超对称的威尔逊环。
I consider three-point functions of twist-one operators in ABJM at weak coupling. I compute the structure constant of correlators involving one twist-one un-protected operator and two protected ones for a few finite values of the spin, up to two-loop order. As an application I enforce a limit on the gauge group ranks, in which I relate the structure constant for three chiral primary operators to the expectation value of a supersymmetric Wilson loop. Such a relation is then used to perform a successful five-loop test on the matrix model conjectured to describe the supersymmetric Wilson loop.
