扩展希格斯扇区中混合角的重整化方案

A. Denner, S. Dittmaier, J. Lang
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引用次数: 2

摘要

量子场理论中混合角的适当重整化是一个长期存在的问题。它与标准模型中夸克混合矩阵的重整化以及其他理论中各种混合情况有关。在这个贡献中,我们特别考虑具有扩展标量扇区的理论。我们描述了基于可观测值或对称要求(如刚性或背景场规范不变性)组合的混合角的重整化方案,并将其性质与先前的方法(如$\bar{MS}$方案)进行了比较。我们为双希格斯-双重态模型和标准模型的希格斯-单重态扩展中的混合角制定了具体的重整化条件,并计算了在这些模型中通过W-或z -玻色子对对希格斯-玻色子衰变的电弱修正,以选择(新的和旧的)重整化方案。
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Renormalization schemes for mixing angles in extended Higgs sectors
The proper renormalization of mixing angles in quantum field theories is a long-standing problem. It is relevant for the renormalization of the quark mixing matrix in the Standard Model and for various mixing scenarios in theories beyond. In this contribution we specifically consider theories with extended scalar sectors. We describe renormalization schemes for mixing angles based on combinations of observables or symmetry requirements such as rigid or background-field gauge invariance and compare their properties to previous approaches such as $\bar{MS}$ schemes. We formulate specific renormalization conditions for the mixing angles in the Two-Higgs-Doublet Model and the Higgs-Singlet Extension of the Standard Model and calculate electroweak corrections to Higgs-boson decays via W- or Z-boson pairs within these models for a selection of (new and old) renormalization schemes.
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