This thesis discusses two topics in cosmology that resulted in two independent publications. The first topic concerns persistent anisotropy during inflation and the second topic concerns a model of baryophillic dark matter. ududThe motivation for the project contained within chapter one came from indications in the cosmic microwave background data that seemed to suggest that there may be a cosmologically preferred direction. Moira Gresham and I derived quantitative predictions about the signals one would observe in Cosmic Microwave Background data if isotropy is not assumed during inflation. We considered a particular example of a dynamical theory of anisotropic inflation that is characterized by a scalar field which is nonminimally coupled to an isotropy breaking abelian gauge field, thereby slowing the decay of the gauge field energy density.ududThe motivation for the project contained within chapter two came from the observation that the global symmetries B (baryon number) and L (lepton number) of the standard model Lagrangian must be broken by higher-dimensional operators at a very high scale. Pavel F. Perez, Mark B. Wise and I analyzed a model that explained the protection of these accidental global symmetries by promoting B and L to gauge symmetries. This model has a natural dark matter, candidate and we discuss the experimental constraints on the parameters in the theory. ududUnexpected results are found in each chapter. For example, in chapter two, we find that the anisotropic contribution to the tensor power spectrum is suppressed with respect to that of the scalar power spectrum and, in chapter three, we show that a baryon asymmetry can be generated even within a model that has baryon number as a gauge symmetry.
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机译:本文讨论了宇宙论中的两个主题,并由此产生了两个独立的出版物。第一个主题涉及通货膨胀期间的持续各向异性,第二个主题涉及亲油性暗物质模型。 ud ud第一章中包含的项目动机来自宇宙微波背景数据中的迹象,这些迹象似乎表明可能存在宇宙学上的首选方向。 Moira Gresham和我得出了关于在膨胀期间不假设各向同性的情况下,在宇宙微波背景数据中会观察到的信号的定量预测。我们考虑了各向异性膨胀动力学理论的一个特殊示例,其特征是标量场非最小耦合到破坏各向同性的阿贝尔规范场,从而减慢了规范场能量密度的衰减。 ud ud第二章中包含的内容来自以下观察:标准模型拉格朗日模型的全局对称性B(重子数)和L(轻子数)必须由高维算子大规模分解。 Pavel F. Perez,Mark B. Wise和我分析了一个模型,该模型通过促进B和L来衡量对称性,从而解释了对这些意外全局对称性的保护。这个模型有一个天然的暗物质,候选者,我们讨论了理论中参数的实验约束。 ud ud在每章中都会发现意外的结果。例如,在第二章中,我们发现张量功率谱的各向异性贡献相对于标量功率谱的各向异性被抑制,并且在第三章中,我们表明即使在具有以下特征的模型中,重子不对称性也可以产生重子数作为量规对称性。
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