论文标题
非线性实现的离散对称性
Non-linearly realized discrete symmetries
论文作者
论文摘要
尽管连续对称性的非线性实现具有导数相互作用，并且没有潜力，但离散对称性的非线性实现具有非衍生相互作用，并且具有高度抑制的电位。这些离散对称性的金石玻色具有非零的电位，但是量子校正产生的电位本质上是非常高度抑制的。我们探索各种离散的对称性，并在多大程度上抑制了每个离散的对称性。
While non-linear realizations of continuous symmetries feature derivative interactions and have no potential, non-linear realizations of discrete symmetries feature non-derivative interactions and have a highly suppressed potential. These Goldstone bosons of discrete symmetries have a non-zero potential, but the potential generated from quantum corrections is inherently very highly suppressed. We explore various discrete symmetries and to what extent the potential is suppressed for each of them.
