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arXiv 1710.07656astro-ph.COgr-qc
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修正引力理论中宇宙物质微扰的重建

Reconstruction of cosmological matter perturbations in Modified Gravity

J. E. Gonzalez

摘要:

微扰量的分析是区分不同的暗能量模型和背景水平退化的引力理论的有力工具。在这项工作中,我们推广的积分解决方案的物质密度对比广义相对论重力广泛的一类修正重力(MG)理论。为了计算这个解,必须先知道哈勃速率、当前时期的密度参数($Ω_{m0}$)和表征引力理论的有效牛顿常数的函数形式。我们估计在一个模型无关的方式的哈勃膨胀率通过应用非参数重建方法模型无关的宇宙计时器数据和高- $z$类星体数据。为了比较我们的广义解决方案的物质密度的对比,使用$H(z)$从观测数据的非参数重建,与纯理论的,我们选择了一个参数化的筛选MG和$Ω_{m0}$从WMAP-9合作。最后,我们计算的增长指数的分析情况下,发现非常好的理论值和使用本工作中提出的方法得到的之间的协议。

英文摘要:

The analysis of perturbative quantities is a powerful tool to distinguish between different Dark Energy models and gravity theories degenerated at the background level. In this work, we generalise the integral solution of the matter density contrast for General Relativity gravity to a wide class of Modified Gravity (MG) theories. To calculate this solution is necessary prior knowledge of the Hubble rate, the density parameter at the present epoch ($Ω_{m0}$) and the functional form of the effective Newton's constant that characterises the gravity theory. We estimate in a model-independent way the Hubble expansion rate by applying a non-parametric reconstruction method to model-independent cosmic chronometer data and high-$z$ quasar data. In order to compare our generalised solution of the matter density contrast, using the non-parametric reconstruction of $H(z)$ from observational data, with purely theoretical one, we choose a parameterisation of the Screened MG and the $Ω_{m0}$ from WMAP-9 collaborations. Finally, we calculate the growth index for the analysed cases, finding very good agreement between theoretical values and the obtained ones using the approach presented in this work.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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