论文标题
通过积分形式的超对称性威尔逊循环
Supersymmetric Wilson Loops via Integral Forms
论文作者
论文摘要
我们从几何学角度研究了超对称的威尔逊循环。为此，我们提出了这些操作员的新表述，该表格与将循环沉浸在超级命中相关的整体形式方面。这种方法提供了对威尔逊循环的统一描述，这些循环保留了不同的增压组，并阐明了它们之间的流程。此外，它允许利用超差分计算的强大技术来研究其对称性。作为显着的例子，我们讨论了超对称性和喀巴对称不变性。
We study supersymmetric Wilson loops from a geometrical perspective. To this end, we propose a new formulation of these operators in terms of an integral form associated to the immersion of the loop into a supermanifold. This approach provides a unifying description of Wilson loops preserving different sets of supercharges, and clarifies the flow between them. Moreover, it allows to exploit the powerful techniques of super-differential calculus for investigating their symmetries. As remarkable examples, we discuss supersymmetry and kappa-symmetry invariance.
