论文标题
Kappa真空：二维量子场理论中无限的新真空
Kappa vacua: Infinite number of new vacua in two-dimensional quantum field theory
论文作者
论文摘要
我们通过构想了一种由真实的正参数$κ$分类的新模式，在二维量子场理论中发现了无限数量的真空。我们显示每种模式都有独特的真空，例如$κ$ -VACUUM。这种新模式是对Unruh-Minkowski模式的概括。此外，Minkowski和Rindler Vacua分别是$κ$ -Vacuum的特殊情况，分别是$κ= 1 $和$κ\ rightarrow \ rightarrow \ infty $。
We uncover an infinite number of vacua in two-dimensional quantum field theory, the Klein-Gordon field for simplicity, by conceiving a new mode that is classified by a real positive parameter $κ$. We show each mode has a distinct vacuum, say $κ$-vacuum. This new mode is a generalization of the Unruh-Minkowski mode. Moreover, the Minkowski and Rindler vacua are special cases of the $κ$-vacuum for $κ= 1$ and $κ\rightarrow \infty$, respectively.
