论文标题

互相关的无线电连续调查和CMB镜头:限制红移分布,星系偏置和宇宙学

Cross-correlating radio continuum surveys and CMB lensing: constraining redshift distributions, galaxy bias and cosmology

论文作者

Alonso, David, Bellini, Emilio, Hale, Catherine, Jarvis, Matt J., Schwarz, Dominik J.

论文摘要

我们测量了Lofar两米高的Sky Survey(Lots)首次数据释放的星系过度密度的谐波空间自动功率谱,及其与Planck协作中宇宙微波背景(CMB)的透镜收敛图的互相关。我们报告了跨相关的$ \sim5σ$检测。我们表明,聚类功率谱和CMB透镜互相关的组合使我们能够在红移分布的高红移尾部放置约束,这是使用连续体调查用于宇宙学的最大不确定性来源之一。我们的分析表明,与预期的批次增值目录中包含的光度红移所预测的红移相比,对宽阔的红移尾巴的偏爱,并且与模拟和光谱数据的预测更兼容。尽管CMB镜头限制红移分布的宽度和尾巴的能力也可能对于分析当前和未来的光度弱透镜调查的分析,但我们表明其性能强烈依赖于星系偏置的红移演化。假设平方公里阵列设计模拟预测的红移分布,我们使用测量值对宽星系的线性偏差和物质不均匀性$σ_8$的线性偏差进行约束,找到$σ_8= 0.69^{+0.69^{+0.14} $σ_8= 0.79^{+0.17} _ { - 0.32} $假定存在恒定偏置。

We measure the harmonic-space auto-power spectrum of the galaxy overdensity in the LOFAR Two-metre Sky Survey (LoTSS) First Data Release and its cross correlation with the map of the lensing convergence of the cosmic microwave background (CMB) from the Planck collaboration. We report a $\sim5σ$ detection of the cross-correlation. We show that the combination of the clustering power spectrum and CMB lensing cross-correlation allows us to place constraints on the high-redshift tail of the redshift distribution, one of the largest sources of uncertainty in the use of continuum surveys for cosmology. Our analysis shows a preference for a broader redshift tail than that predicted by the photometric redshifts contained in the LoTSS value added catalog, as expected, and more compatible with predictions from simulations and spectroscopic data. Although the ability of CMB lensing to constrain the width and tail of the redshift distribution could also be valuable for the analysis of current and future photometric weak lensing surveys, we show that its performance relies strongly on the redshift evolution of the galaxy bias. Assuming the redshift distribution predicted by the Square Kilometre Array Design simulations, we use our measurements to place constraints on the linear bias of radio galaxies and the amplitude of matter inhomogeneities $σ_8$, finding $σ_8=0.69^{+0.14}_{-0.21}$ assuming the galaxy bias scales with the inverse of the linear growth factor, and $σ_8=0.79^{+0.17}_{-0.32}$ assuming a constant bias.

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