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Hybrid seesaw leptogenesis and TeV singlets

机译:杂交跷跷板溶渗滤和TEV Singlets

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The appealing feature of inverse seesaw models is that the Standard Model (SM) neutrino mass emerges from the exchange of TeV scale singlets with sizable Yukawa couplings, which can be tested at colliders. However, the tiny Majorana mass splitting between TeV singlets, introduced to accommodate small neutrino masses, is left unexplained. Moreover, we argue that these models suffer from a structural limitation that prevents a successful leptogenesis if one insists on having unsuppressed Yukawa couplings and TeV scale singlets. In this work we propose a hybrid seesaw model, where we replace the mass splitting with a coupling to a high scale seesaw module including a TeV scalar. We show that this structure achieves the goal of filling both the above gaps with couplings of order unity. The necessary structure automatically arises embedding the seesaw mechanism in composite Higgs models, but may also be enforced by new gauge symmetries in a weakly-coupled theory. Our hybrid seesaw models have distinguishing features compared to the standard high scale type-I seesaw and inverse seesaw. Firstly, they have much richer phenomenology. Indeed, they generally predict new TeV scale physics (including scalars) potentially accessible at present and future colliders, whereas weakly-coupled versions may also have cosmological signature due to the presence of a light Nambu–Goldstone boson coupled to neutrinos. Secondly, our scenario features an interesting interplay between high scale and TeV scale physics in leptogenesis and enlarges the range of allowed high scale singlet masses beyond the usual ~ 10 9 – 10 15 GeV , without large hierarchies in the Yukawa couplings nor small mass splitting among the singlets.
机译:逆跷跷板模型的吸引人特征是,标准型号(SM)中子群众从TEV Scale Singlets的交换中出现,具有相当大的Yukawa联轴器,可以在煤机上进行测试。然而,Tev Singlets之间的微小的Majorana群体分裂,引入容纳小中微子群众,不明显。此外,我们认为这些模型患有结构限制,如果一个人坚持没有抑制的yukawa联轴器和Tev Scale Singlets,可以妨碍成功的含量。在这项工作中,我们提出了一种混合跷跷板模型,在那里我们用耦合到包括TEV标量的高级跷跷板模块的耦合来替换质量分裂。我们表明,这种结构实现了填充上述差距的目标,统一的联轴器。必要的结构自动地嵌入复合HIGGS模型中的跷跷板机制,但也可以通过新的仪表对称在弱耦合理论中强制执行。与标准高尺度类型-I跷跷板和逆跷跷板相比,我们的混合跷跷板模型具有区别特性。首先,它们具有更富裕的现象学。实际上,他们通常预测目前和未来的侵占者可能可访问的新TEV规模物理(包括标量),而弱耦合的版本也可能具有宇宙学签名,因为耦合到Neutrinos的光Nambu-Goldstone玻色子。其次,我们的情景具有含有含量高尺寸和TEV的物理学之间有趣的相互作用,并扩大了允许的大规模单线块的范围,超出通常的〜10 9 - 10 15 GEV,在Yukawa联轴器中没有大的层次结构,也不是小块单身。

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