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The impact of intrinsic alignments: Cosmological constraints from a joint analysis of cosmic shear and galaxy survey data

机译:内在比对的影响:来自宇宙剪切和星系调查数据的联合分析的宇宙学约束

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摘要

Constraints on cosmology from recent cosmic shear observations are becoming increasingly sophisticated in their treatment of potential systematic effects. Here we present cosmological constraints which include modelling of intrinsic alignments. We demonstrate how the results are changed for three different intrinsic alignment models, and for two different models of the cosmic shear galaxy population. We find that intrinsic alignments can either reduce or increase measurements of the fluctuation amplitude parameter σ8 depending on these decisions, and depending on the cosmic shear survey properties. This is due to the interplay between the two types of intrinsic alignment, intrinsic-intrinsic (II) and gravitational-intrinsic (GI). It has been shown that future surveys must make a careful treatment of intrinsic alignments to avoid significant biases, and that simultaneous constraints from shear-shear and shear-position correlation functions can mitigate the effects. For the first time we here combine constraints from cosmic shear surveys (shear-shear correlations) with those from 'GI' intrinsic alignment data sets (shear-position correlations). We produce updated constraints on cosmology marginalized over two free parameters in the halo model for intrinsic alignments. We find that the additional freedom is well compensated by the additional information, in that the constraints are very similar indeed to those obtained when intrinsic alignments are ignored, in terms of both best-fitting values and uncertainties. © 2010 The Authors. Journal compilation © 2010 RAS.
机译:最近的宇宙剪切观测对宇宙学的约束在处理潜在的系统效应方面变得越来越复杂。在这里,我们提出了宇宙学的约束,其中包括内在比对的建模。我们演示了结果如何更改为三个不同的固有对准模型以及两个不同的宇宙剪切星系人口模型。我们发现,根据这些决定以及根据宇宙剪切测量的性质,本征比对可以减少或增加对波动幅度参数σ8的测量。这是由于固有的内在对齐(II)和重力固有(GI)这两种类型之间的相互作用。已经表明,未来的调查必须对内在比对进行认真的处理,以避免产生明显的偏差,并且剪切-剪切和剪切-位置相关函数的同时约束可以减轻这种影响。在这里,我们第一次将来自宇宙剪切测量的约束(剪切-剪切相关性)与来自“ GI”固有对准数据集的约束(剪切位置相关性)相结合。我们对固有模型中晕圈模型中两个自由参数边缘化的宇宙学产生了更新的约束。我们发现,附加自由度可以由附加信息很好地补偿,因为就最佳拟合值和不确定性而言,约束确实与忽略内在对齐时获得的约束非常相似。 ©2010作者。期刊编辑©2010 RAS。

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