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兼容性检验:低能标手征 $U(1)_X$ 理论与 $(g-2)_e$ 反常

A Compatibility Check: Low-Scale Chiral $U(1)_X$ Theories Vs. $(g-2)_e$ Anomaly

Bibhabasu De

arXiv 2608.06868首次发表:更新:

AI 中文总结

本文检验三种无反常手征阿贝尔扩展的低能标参数空间与 $(g-2)_e$ 反常的兼容性,结合现有实验边界得出严格排除限,完全排除了所考虑的手征模型。

AI 中文摘要

标准模型(SM)规范群的手征阿贝尔扩展可能为解释各种超出标准模型(BSM)现象提供重要的新可能性,这类模型在文献中探索较少,目前仅报告了少量实验约束,使得大部分参数空间仍可用于新物理(NP)现象学研究。本文考虑三种无反常的手征阿贝尔扩展,检验其对应低能标参数空间与观测到的 $(g-2)_e$ 反常的兼容性,分析得出严格的排除限,结合现有实验边界后,完全排除了所考虑的手征模型。

英文摘要

Chiral Abelian extensions of the Standard Model (SM) gauge group may offer significant new possibilities for explaining various Beyond the Standard Model (BSM) phenomena within a common framework. The models being less explored in the literature only a few experimental constraints have been reported to date, leaving a major portion of the parameter space available for the New Physics (NP) phenomenology. The present paper considers three anomaly-free chiral Abelian extensions and examines the compatibility of the corresponding low-scale parameter spaces with the observed $(g-2)_e$ anomaly. The analysis results in stringent exclusion limits, completely ruling out the considered chiral models when used in complementarity with the existing experimental bounds.

Comments18 pages, 5 figures, 2 tables

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