Deep learning for cosmological parameter inference from a dark matter halo density field
arXiv:2404.09483 · doi:10.1103/PhysRevD.110.063531
Abstract
We propose a lightweight deep convolutional neural network (lCNN) to estimate cosmological parameters from simulated three-dimensional dark matter (DM) halo distributions and associated statistics. The training dataset comprises 2000 realizations of a cubic box with a side length of 1000 , and interpolated over a cubic grid of voxels, with each simulation produced using DM particles and neutrinos. Under the flat CDM model, simulations vary standard six cosmological parameters including , , , , , , along with the neutrino mass sum, . We find that: 1) within the framework of lCNN, extracting large-scale structure information is more efficient from the halo density field compared to relying on the statistical quantities including the power spectrum, the two-point correlation function, and the coefficients from wavelet scattering transform; 2) combining the halo density field with its Fourier transformed counterpart enhances predictions, while augmenting the training dataset with measured statistics further improves performance; 3) achieving high accuracy in inferring , , and by the neural network model, while being inefficient in predicting , { }, and ; 4) { compared to the simple fully connected network trained with three statistical quantities, our CNN yields statistically reduced errors, showing improvements of approximately 23\% for , 11\% for , 8\% for , and 21\% for . Additionally, in comparison with the likelihood-based analysis on data, our CNN provides much tighter constraints on parameters, especially on and .} Our study emphasizes this lCNN-based novel approach in extracting large-scale structure information and estimating cosmological parameters.
v2: matches the version published in PRD,17 pages,12 figures
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