论文标题
作为非亚洲阳米尔斯理论的威尔逊循环，概括无张力的弦理论的步骤
Steps Towards Generalization of Tensionless String Theory with Contact Interactions as Wilson loop of Non-Abelian Yang-Mills Theory
论文作者
论文摘要
我们提出了通过触点交互的无张力字符串模型的可能修改。拟议的模型旨在在Yang-Mills理论中重现非亚伯来语Wilson循环的期望值，当时将弦乐自由度与固定的世界表边界整合在一起时。在字符串世界表上引入了拓扑BF动作确定的动力学的谎言代数价值字段，以在世界表边界沿着路径订购。我们没有大量贡献，我们表明该模型描述了自我互动的非亚伯利亚威尔逊循环丢弃效果。最后，在$ su（2）$的情况下，测试了具有三点互动的威尔逊循环的复制品。
We propose a possible modification to the tensionless string model with contact interactions. The proposed model aims to reproduce an expectation value of the non-Abelian Wilson loop in the Yang-Mills theory when integrating out string degrees of freedom with a fixed worldsheet boundary. Lie algebra-valued fields whose dynamics are determined by the topological BF action are introduced on the string worldsheet to reproduce path-ordering along the worldsheet boundary. Without bulk contributions, we show that the model describes the non-Abelian Wilson loop discarding effects of self-interactions. Finally, a reproduction of the Wilson loop with three-point interaction is tested in the case of $SU(2)$
