A novel realization of linear seesaw model in a non-invertible selection rule with the assistance of <inline-formula> <tex-math>{\mathbb{Z}_3}</tex-math> </inline-formula> symmetry
We propose a novel realization of the linear seesaw model with a non-invertible selection rule, assisted by <inline-formula> <tex-math>$\mathbb{Z}_3$</tex-math> </inline-formula> symmetry. In our framework, Dirac mass matrices are generated at the one-loop level, breaking the non-invertible symmetry, while the symmetry remains intact at tree level. In addition to active neutrino masses, the model exhibits rich and testable phenomenology, including non-unitarity constraints, lepton flavor violation, lepton anomalous magnetic moments, and a dark matter candidate. After describing our model, we carry out a numerical analysis and present results for our physical parameters. *Hiroshi Okada is supported by Zhongyuan Talent (Talent Recruitment Series) Foreign Experts Project. Yutaro Shoji is supported by the Slovenian Research Agency under the research grant J1-4389
展开 ▾一种在非可逆选择规则下借助Z3对称性实现线性跷跷板模型的新方法 · 提出一种新的线性跷跷板模型实现,利用非可逆选择规则和Z3对称性,在一圈级产生狄拉克质量矩阵,并研究相关现象学。
预印本 2025-12-24 · 刊出 2026-05-18 · 收录 2026-08-20