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arXiv 2610.20002astro-ph.CO
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用DESI DR2的f(T)引力检验偏离ΛCDM模型的情况

Testing Departures from the $Λ$CDM model in f(T) Gravity with DESI DR2

Qingdao University of Science and Technology(青岛科技大学)

Jie Zheng, Mingzhi Wang, Ming Zhang

AI总结:

本研究用DESI DR2等数据约束三种f(T)引力模型,发现DESI指示的ΛCDM偏离并非f(T)引力通用特征,依赖于模型参数化与观测组合。

摘要:

近期结合DESI重子声学振荡(BAO)测量与其他宇宙学观测的分析,在动力学暗能量场景中报告了偏离ΛCDM模型的迹象。我们研究这种偏离是否在f(T)引力中一致再现,以及当结合不同宇宙学观测时是否仍然存在。使用DESI DR2 BAO测量、宇宙微波背景(CMB)和Pantheon+ Ia型超新星(SNe Ia)样本,我们约束了三种代表性f(T)模型:幂律模型、指数模型和双曲正切模型。我们比较了不同数据组合得到的约束,区分了边缘化参数分布的变化与模型相对统计性能的变化。对于幂律模型,从BAO+CMB得到的与ΛCDM模型的温和偏离,在加入SNe Ia数据后消失了。相比之下,指数模型在完整分析中保留了对非零形变参数的偏好,而双曲正切模型的允许参数空间在加入CMB距离先验后发生了显著变化。重要的是,根据信息准则,指数模型发现的参数水平偏离并未导致相对于ΛCDM模型的明确统计偏好,而双曲正切模型在组合数据中表现出较差的统计性能。尽管模型约束存在这些差异,三种模型和数据组合推断出的转变红移z_T仍然相对稳定。我们的结果表明,DESI分析所指示的偏离ΛCDM模型的情况,并非f(T)引力的通用特征,而是强烈依赖于特定的修正引力参数化以及宇宙学观测的组合。

英文摘要:

Recent analyses combining DESI baryon acoustic oscillation (BAO) measurements with other cosmological observations have reported indications of departures from the $Λ$CDM model within dynamical dark energy scenarios. We investigate whether such deviations are reproduced consistently in $f(T)$ gravity and whether they persist when different cosmological observations are combined. Using the DESI DR2 BAO measurements, Cosmic Microwave Background (CMB), and Pantheon+ Type Ia Supernovae (SNe Ia) sample, we constrain three representative $f(T)$ models: the power-law, exponential, and hyperbolic-tangent models. We compare the constraints obtained from different combinations of data, distinguishing changes in marginalized parameter distributions from changes in the relative statistical performance of the models. For the power-law model, the mild deviation from the $Λ$CDM model obtained from BAO+CMB disappears after the SNe Ia data are included. In contrast, the exponential model retains a preference for a nonzero deformation parameter in the full analysis, while the allowed parameter space of the hyperbolic-tangent model changes substantially after the CMB distance priors are included. Importantly, the parameter-level deviation found for the exponential model does not lead to a clear statistical preference over the $Λ$CDM model according to the information criteria, whereas the hyperbolic-tangent model shows a poorer statistical performance for the combined data. Despite these differences in the model constraints, the inferred transition redshift $z_T$ remains relatively stable among the three models and data combinations. Our results show that the departures from the $Λ$CDM model indicated by DESI analyses are not a generic feature of $f(T)$ gravity, but depend strongly on the specific modified gravity parameterization and on the combination of cosmological observations.

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