Trigonometric Parity for Composite Higgs Models
Trigonometric Parity for Composite Higgs Models
复制标题
复合希格斯模型的三角宇称
DOI：
10.1103/physrevlett.121.231801
复制
发表时间：
2018
影响因子：
8.6
通讯作者：
Shu Jing
中科院分区：
文献类型：
--
作者：
Csaki Csaba;Ma Teng;Shu Jing
我们确定三角宇称背后的中性自然模型的希格斯势的关键成分，并展示如何构建最小的模型实现三角宇称。我们表明，任何对称陪集空间容易包括这样的三角宇称，这是简单的旋转沿着一个破碎的方向和希格斯宇称变换的组合。顶部的扇形可以被扩展，这样它就保持完整，这就确保了希格斯势的二次发散被消除，产生了最简单的中性自然模型。
We identify trigonometric parity as the key ingredient behind models of neutral naturalness for the Higgs potential and show how to construct the minimal model realizing trigonometric parity. We show that any symmetric coset space readily includes such a trigonometric parity, which is simply a combination of arotation along a broken direction and a Higgs parity transformation. The top sector can be extended such that thisremains intact, which ensures the cancelation of the quadratic divergences in the Higgs potential, yielding the simplest model of neutral naturalness.