论文标题
基质模型的非本地场理论
Non-local Field Theory from Matrix Models
论文作者
论文摘要
我们表明，一类矩阵理论可以理解为具有非本地相互作用的量子场理论的扩展。该重新制定基于Wigner-Weyl的转换，相互作用以双重几何形状以Moyal产品的形式形式。我们将时空上的局部动力恢复为低能极限。该框架为研究新型高能现象的可能性开辟了可能性，包括量规理论中规格和几何对称性的统一。
We show that a class of matrix theories can be understood as an extension of quantum field theory which has non-local interactions. This reformulation is based on the Wigner-Weyl transformation, and the interactions take the form of Moyal product on a doubled geometry. We recover local dynamics on the spacetime as a low-energy limit. This framework opens up the possibility for studying novel high-energy phenomena, including the unification of gauge and geometric symmetries in a gauge theory.
