完整的电弱相互作用:自主的解释

José M. Gracia-Bondía, Karl-Henning Rehren, Joseph C. Várilly
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引用次数: 0

摘要

电弱理论玻色扇面中的精确重正化相互作用是由摄动理论的自主方法内在决定的。它直接在希尔伯特-福克空间(Hilbert-Fock space)上进行,而希尔伯特-福克空间是建立在物理粒子的维格涅尔反演(Wignerunirreps)上的,物理粒子的给定质量是:三个大质量矢量玻色子、一个光子和一个大质量标量("希格斯")。既没有 "量规选择",也没有不可观测的 "自发对称性破坏机制"。相反,在希尔伯特空间上进行研究需要使用弦定位场来描述矢量玻色子。在这样的框架中,S 矩阵的弦独立性条件产生了耦合系数的一致性约束,唯一的结果就是实验已知的耦合系数。这种分析在很大程度上可以用于有质量和无质量矢量玻色子的其他构型,为考虑电弱理论之外的一致质量模式铺平了道路。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The full electroweak interaction: an autonomous account
The precise renormalizable interactions in the bosonic sector of electroweak theory are intrinsically determined in the autonomous approach to perturbation theory. This proceeds directly on the Hilbert-Fock space built on the Wigner unirreps of the physical particles, with their given masses: those of three massive vector bosons, a photon, and a massive scalar (the "higgs"). Neither "gauge choices" nor an unobservable "mechanism of spontaneous symmetry breaking" are invoked. Instead, to proceed on Hilbert space requires using string-localized fields to describe the vector bosons. In such a framework, the condition of string independence of the S-matrix yields consistency constraints on the coupling coefficients, the unique outcome being the experimentally known one. The analysis can be largely carried out for other configurations of massive and massless vector bosons, paving the way towards consideration of consistent mass patterns beyond those of the electroweak theory.
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