论文标题
关于FK-asision模型中离散费米子的构建
On the construction of discrete fermions in the FK-Ising model
论文作者
论文摘要
我们考虑了在二维FK-ing型模型中离散费米子的多点相关函数，并表明，尽管无法观察到可观察到，但在模型的循环及其绕组方面，它们可以通过几何核对象方法来实现。
We consider many-point correlation functions of discrete fermions in the two-dimensional FK-Ising model and show that, despite not being commuting observable, they can be realized with a geometric-probabilistic approach in terms of loops of the model and their winding.
