宇宙暗区的几何起源:弦激发的扭曲和异常是暴胀和暗物质的种子

N. Mavromatos
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引用次数: 13

摘要

为了展示宇宙学中潜在的新范式,包括它的暴胀时代,并引发讨论,我在这篇文章中回顾了一些新颖的,弦启发的宇宙学模型,这些模型包括宇宙黑暗部分的纯粹几何起源,也包括观察到的物质-反物质不对称。这些模型包含引力(弦模型无关,Kalb-Ramond (KR))轴子场,通过cp -违反相互作用耦合到原始引力异常。异常项是格林-施瓦茨反项的四时空残余物,出现在(玻色子)无质量引力弦多元体的自旋1反对称张量场的场强定义中,它也起着扭转的完全反对称分量的作用。我展示了在这样的宇宙学中,原始引力波的存在如何导致“运行真空模型”类型的异常凝聚和动态暴胀,没有外部暴胀,但也导致辐射时代由于异常诱导的洛伦兹和CPT违反KR轴子背景而发生的轻生。我还讨论了与扭转相关的kr轴子如何在QCD时期获得质量,从而扮演暗物质的角色(组成部分)。简要讨论了模型的暴胀和后暴胀(特别是现代)时代的现象学考虑,包括其缓解当前时代宇宙学数据中观察到的紧张关系的潜力。本文是主题问题“数学宇宙学的未来,第一卷”的一部分。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Geometrical origins of the universe dark sector: string-inspired torsion and anomalies as seeds for inflation and dark matter
In a modest attempt to present potentially new paradigms in cosmology, including its inflationary epoch, and initiate discussions, I review in this article some novel, string-inspired cosmological models, which entail a purely geometrical origin of the dark sector of the Universe but also of its observed matter-antimatter asymmetry. The models contain gravitational (string-model independent, Kalb–Ramond (KR)) axion fields coupled to primordial gravitational anomalies via CP-violating interactions. The anomaly terms are four-space–time-dimensional remnants of the Green–Schwarz counterterms appearing in the definition of the field strength of the spin-one antisymmetric tensor field of the (bosonic) massless gravitational string multiplet, which also plays the role of a totally antisymmetric component of torsion. I show how in such cosmologies the presence of primordial gravitational waves can lead to anomaly condensates and dynamical inflation of a ‘running-vacuum-model’ type, without external inflatons, but also to leptogenesis in the radiation era due to anomaly induced Lorentz and CPT violating KR axion backgrounds. I also discuss how the torsion-related KR-axion could acquire a mass during the QCD epoch, thus playing the role of (a component of) dark matter. Phenomenological considerations of the inflationary and post-inflationary (in particular, modern) eras of the model are briefly discussed, including its potential for alleviating the observed tensions in the cosmological data of the current epoch. This article is part of the theme issue ‘The future of mathematical cosmology, Volume 1’.
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