论文标题
Abelian Higgs-kibble模型的可重新分解延伸，带有DIM.6导数操作员
Renormalizable Extension of the Abelian Higgs-Kibble Model with a Dim.6 Derivative Operator
论文作者
论文摘要
我们提出了一种新的方法，用于对Abelian Higgs-kibble（HK）模型的非电力计数可重新计算扩展的一致减法，该扩展由DIM.6派生依赖性操作员补充，由参数$ Z $控制。为了通过利用新颖的微分方程来制定理论，使用量化理论对物理希格斯标量的现场理论表示，以控制量化理论对$ z $的依赖性。这些结果通过一些非功率计数可重新分配模型的物理参数的有限数量的物理参数为一致的减法铺平了道路，这可能与LHC的HIGGS潜力有关。
We present a new approach to the consistent subtraction of a non power-counting renormalizable extension of the Abelian Higgs-Kibble (HK) model supplemented by a dim.6 derivative-dependent operator controlled by the parameter $z$. A field-theoretic representation of the physical Higgs scalar by a gauge-invariant variable is used in order to formulate the theory by exploiting a novel differential equation, controlling the dependence of the quantized theory on $z$. These results pave the way to the consistent subtraction by a finite number of physical parameters of some non-power-counting renormalizable models possibly of direct relevance to the study of the Higgs potential at the LHC.
