Full-shape analysis with simulation-based priors: cosmological parameters and the structure growth anomaly

Mikhail M. Ivanov, Andrej Obuljen, Carolina Cuesta-Lazaro, Michael W. Toomey
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Abstract

We explore full-shape analysis with simulation-based priors, which is the simplest approach to galaxy clustering data analysis that combines effective field theory (EFT) on large scales and numerical simulations on small scales. The core ingredient of our approach is the prior density of EFT parameters which we extract from a suite of 10500 galaxy simulations based on the halo occupation distribution (HOD) model. We measure the EFT parameters with the field-level forward model, which enables us to cancel cosmic variance. On the theory side, we develop a new efficient approach to calculate field-level transfer functions using time-sliced perturbation theory and the logarithmic fast Fourier transform. We study cosmology dependence of EFT parameters of dark matter halos and HOD galaxies and find that it can be ignored for the purpose of prior generation. We use neural density estimation to model the measured distribution of EFT parameters. Our distribution model is then used as a prior in a reanalysis of the BOSS full-shape galaxy power spectrum data. Assuming the $\Lambda$CDM model, we find significant ($\approx 30\%$ and $\approx 60\%$) improvements for the matter density fraction and the mass fluctuation amplitude, which are constrained to $\Omega_m= 0.315 \pm 0.010$ and $\sigma_8 = 0.671 \pm 0.027$. The value of the Hubble constant does not change, $H_0= 68.7\pm 1.1$ km/s/Mpc. This reaffirms earlier reports of the structure growth tension from the BOSS data. Finally, we use the measured EFT parameters to constrain galaxy formation physics.
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基于模拟先验的全形分析:宇宙学参数和结构增长异常
我们探索了基于模拟先验的全形分析,这是结合大尺度有效场理论(EFT)和小尺度数值模拟的星系聚类数据分析的最简单方法。我们方法的核心成分是EFT参数的先验密度,我们从基于半占分布(HOD)模型的10500套星系模拟中提取了EFT参数的先验密度。我们用场级前向模型来测量EFT参数,这使我们能够消除宇宙方差。在理论方面,我们开发了一种新的高效方法,利用时间切片扰动理论和对数快速傅立叶变换来计算场级转移函数。我们研究了暗物质晕和HOD星系的EFT参数的宇宙学依赖性,发现在先验生成中可以忽略它。我们使用神经密度估计来模拟 EFT 参数的测量分布。我们的分布模型随后被用作重新分析BOSS全形星系功率谱数据的先验数据。假定是LambdaCDM模型,我们发现物质密度分数和质量波动振幅都有了显著的改善(大约30%和大约60%),它们被约束为:Omega_m= 0.315 \pm 0.010$和sigma_8=0.671 \pm 0.027$。哈勃常数的值没有变化,为 $H_0=68.7\pm 1.1$ km/s/Mpc。这再次印证了之前关于BOSS数据中结构增长张力的报告。最后,我们利用测量到的EFT参数来约束星系形成物理学。
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