The distribution of stellar mass in the low-redshift Universe
Cheng Li, Simon D. M. White

TL;DR
This study uses SDSS data to analyze the distribution and clustering of stellar mass in low-redshift galaxies, revealing key statistical properties and their implications for galaxy formation models and cosmology.
Contribution
It provides a comprehensive measurement of stellar mass distribution, clustering, and bias, and compares these with theoretical models to inform cosmological parameters and dark energy tests.
Findings
Stellar mass function well fit by Schechter function with specific parameters.
Only 3.5% of baryons are in stars in the low-redshift universe.
Stellar mass autocorrelation follows a power-law over a wide scale range.
Abstract
We use a complete and uniform sample of almost half a million galaxies from the Sloan Digital Sky Survey to characterise the distribution of stellar mass in the low-redshift Universe. Galaxy abundances are well determined over almost four orders of magnitude in stellar mass, and are reasonably but not perfectly fit by a Schechter function with characteristic stellar mass m* = 6.7 x 10^10 M_sun and with faint-end slope \alpha = -1.155. For a standard cosmology and a standard stellar Initial Mass Function, only 3.5% of the baryons in the low-redshift Universe are locked up in stars. The projected autocorrelation function of stellar mass is robustly and precisely determined for r_p < 30 Mpc/h. Over the range 10 kpc/kpc < r_p < 10 Mpc/h it is extremely well represented by a power law. The corresponding three-dimensional autocorrelation function is \xi*(r) = (r/6.1 Mpc/h)^{-1.84}. Relative…
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