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String-Inspired Gravity through Symmetries

机译:通过对称性启发弦乐引力

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We study a string-inspired cosmological model from the symmetries point of view. We start by deducing the form that each physical quantity must take so that the field equations, in the string frame, admit self-similar solutions. In the same way, we formalize the use of power-law solutions (less restrictive than the self-similar ones) by studying the wave equation for the dilaton through the Lie group method. Furthermore, we show how to generate more solutions by using this approach. As examples, we calculate exact solutions to several cosmological models in the four-dimensional NS-NS (Neveu-Schwarz-Neveu-Schwarz) sector of low-energy effective string theory coupled to a dilaton and an axion-like H-field within the string frame background, with FRW and the Bianchi Type II metrics. We also study the existence of Noether symmetries, which allow us to determine the form of the physical quantities in the framework of FRW geometry and to find exact cosmological solutions.
机译:我们从对称性的角度研究了弦启发的宇宙学模型。我们从推导每个物理量必须采用的形式开始,以便在字符串框架中的场方程接受自相似解。同样,我们通过李群方法研究膨胀子的波动方程,形式化使用幂律解(比自相似解的限制性要小)。此外,我们展示了如何使用这种方法生成更多的解决方案。例如,我们计算了低能有效弦论的四维NS-NS(Neveu-Schwarz-Neveu-Schwarz)领域中的几种宇宙学模型的精确解,这些理论与耦合中的dilaton和类似轴突的H场相关字符串框架背景,带有FRW和Bianchi Type II指标。我们还研究了Noether对称性的存在,这使我们能够确定FRW几何框架中物理量的形式并找到确切的宇宙学解。

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