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Gravitational instabilities of the cosmic neutrino background with non-zero lepton number

机译:轻子数非零的宇宙中微子背景的引力不稳定性

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We argue that a cosmic neutrino background that carries non-zero lepton charge develops gravitational instabilities. Fundamentally, these instabilities are related to the mixed gravity-lepton number anomaly. We have explicitly computed the gravitational Chern–Simons term which is generated quantum-mechanically in the effective action in the presence of a lepton number asymmetric neutrino background. The induced Chern–Simons term has a twofold effect: (i) gravitational waves propagating in such a neutrino background exhibit birefringent behaviour leading to an enhancement/suppression of the gravitational wave amplitudes depending on the polarisation, where the magnitude of this effect is related to the size of the lepton asymmetry; (ii) Negative energy graviton modes are induced in the high frequency regime, which leads to very fast vacuum decay producing, e.g., positive energy photons and negative energy gravitons. From the constraint on the present radiation energy density, we obtain an interesting bound on the lepton asymmetry of the universe.
机译:我们认为,携带非零轻子电荷的宇宙中微子背景会产生重力不稳定性。从根本上说,这些不稳定性与混合重力-轻子数异常有关。我们已经明确地计算出了引力的Chern-Simons项,该项是在存在轻子数不对称中微子背景的情况下以有效的量子力学方式生成的。诱导的Chern-Simons项具有双重影响:(i)在这样的中微子背景中传播的引力波表现出双折射行为,从而导致极化波幅度的增强/抑制,具体取决于极化,这种作用的幅度与轻子不对称的大小; (ii)在高频状态下诱发负能量引力子模式,这导致非常快速的真空衰减,例如产生正能量光子和负能量引子。从对当前辐射能量密度的约束中,我们获得了有关宇宙的轻子不对称性的有趣边界。

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