论文标题

形状运算符在仪表理论中的作用

The role of shape operator in gauge theories

论文作者

Zatloukal, Vaclav, Vedl, Simon

论文摘要

我们在Yang-Mills理论领域中介绍了形状操作员和旋转刀片的概念(也在嵌入的Riemannian歧管理论中是第二个基本形式和高斯映射)。因此,我们到达了新的量规不变变量,可以替代通常的规格电位。

We introduce the concept of shape operator and rotating blade (also known in the theory of embedded Riemannian manifolds as the second fundamental form and the Gauss map) in the realm of Yang-Mills theories. Hence we arrive at new gauge-invariant variables, which can serve as an alternative to the usual gauge potentials.

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