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String loop moduli stabilisation and cosmology in IIB flux compactifications

机译:IIB通量压缩中的弦环模量稳定和宇宙学

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We present a detailed review of the moduli stabilisation mechanism and possible cosmological implications of the LARGE Volume Scenario (LVS) that emerges naturally in the context of type IIB Calabi-Yau flux compactifications. After a quick overview of physics beyond the Standard Model, we present string theory as the most promising candidate for a consistent theory of quantum gravity. We then give a pedagogical introduction to type IIB compactifications on Calabi-Yau orientifolds where most of the moduli are stabilised by turning on background fluxes. However in order to fix the Khler moduli one needs to consider several corrections beyond the leading order approximations. After presenting a survey of all the existing solutions to this problem, we derive the topological conditions on an arbitrary Calabi-Yau to obtain the LVS since it requires no fine-tuning of the fluxes and provides a natural solution of the hierarchy problem. After performing a systematic study of the behaviour of string loop corrections for general type IIB compactifications, we show how they play a crucial rôle to achieve full Khler moduli stabilisation in the LVS. Before examining the possible cosmological implication of these scenarios, we present a broad overview of string cosmology. We then notice how, in the case of K3-fibrations, string loop corrections give rise naturally to an inflationary model which yields observable gravity waves. We finally study the finite-temperature behaviour of the LVS and discuss prospects for future work.
机译:我们目前对模量稳定机制和大体积方案(LVS)的可能的宇宙学含义进行了详细的回顾,该体积方案在IIB型卡拉比丘流量通量紧缩的背景下自然出现。在对标准模型以外的物理学进行了快速概述之后,我们提出了弦论,作为一致的量子引力理论最有希望的候选者。然后,我们对Calabi-Yau定向流形上的IIB型压实进行了教学法介绍,其中大多数模量通过打开背景通量而得以稳定。但是,为了固定Khler模,除了前导阶近似外,还需要考虑几种校正方法。在提出了对该问题的所有现有解决方案的调查之后,我们推导了任意Calabi-Yau上的拓扑条件以获得LVS,因为它不需要对通量进行微调,并且可以自然地解决层次结构问题。在对普通IIB型压实的弦环修正行为进行了系统的研究之后,我们展示了它们如何在实现LVS中的完全Khler模稳定方面发挥关键作用。在检查这些情况的可能的宇宙学含义之前,我们先对弦线宇宙学进行全面概述。然后,我们注意到,在K3振动的情况下,弦回路校正如何自然地引起产生可观察到的重力波的膨胀模型。我们最终研究了LVS的有限温度行为,并讨论了未来工作的前景。

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