兰德尔-桑德拉姆-布里恩世界的有效势能是否会影响轴子壁帮助形成影响暴胀的宇宙常数?

A. Beckwith
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引用次数: 12

摘要

2003年,Guth在UCSB的KITP研讨会上提出了以下问题。也就是"即使存在由弦理论产生的101000种真空状态,暴胀是否会产生压倒其他可能真空状态类型的一种首选真空状态? "本文档试图回答如何优选真空状态可以产生,并通过什么样的过程。我们构建了一个双夸克凝聚体,得出了一个符合已知物理观测的宇宙常数。我们使用了从倾斜的搓板势到古斯首创的符合慢滚准则的混沌暴胀模型的相变桥。这允许从过渡到混沌暴胀势后形成的畴壁开始产生引力子的标准。它还允许调查轴子壁对通货膨胀的贡献是否必要。如果我们拒绝在高温下轴子质量下降到无穷小的显式值,我们可以使用Bogomolnyi不等式来重新调整和重置混沌暴胀势的初始条件。然后Randall-Sundrum膜世界有效势描述了diquark主导地位的终结,以及暴胀的开始。这或许可以回答弗里曼·戴森的论点,即鉴于目前探测器系统的天体物理限制,引力子不太可能产生。最后,我们将在附录的最后一个条目(附录六)中进行描述,说明为什么在强调双夸克的情况下,使用普朗克时间间隔之前的时间来建模我们的物理系统是有用的,以及它对于用于宇宙学建模的紧急场结构的重要性。
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Does a Randall-Sundrum Brane world effective potential influence axion walls helping to form a cosmological constant affecting inflation?
In 2003, Guth posed the following question in a KITP seminar in UCSB. Namely “Even if there exist 101000 vacuum states produced by String theory, does inflation produce overwhelmingly one preferred type of vacuum states over the other possible types of vacuum states”? This document tries to answer how a preferred vacuum state could be produced, and by what sort of process. We construct a di quark condensate leading to a cosmological constant in line with known physical observations. We use a phase transition bridge from a tilted washboard potential to the chaotic inflationary model pioneered by Guth which is congruent with the slow roll criteria. This permits criteria for initiation of graviton production from a domain wall formed after a transition to a chaotic inflationary potential. It also permits investigation of if or not axion wall contributions to inflation are necessary. If we reject an explicit axion mass drop off to infinitesimal values at high temperatures, we may use the Bogomolnyi inequality to rescale and reset initial conditions for the chaotic inflationary potential. Then the Randall-Sundrum brane world effective potential delineates the end of the dominant role of di quarks, and the beginning of inflation. And perhaps answers Freeman Dysons contention that Graviton production is unlikely given present astrophysical constraints upon detector systems. We end this with a description in the last appendix entry, Appendix VI, as to why, given the emphasis upon di quarks, as to the usefulness of using times before Planck time interval as to modeling our physical system and its importance as to emergent field structures used for cosmological modeling.
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New Gauge Symmetry in Gravity and the Evanescent Role of Torsion Does a Randall-Sundrum Brane world effective potential influence axion walls helping to form a cosmological constant affecting inflation?
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