The nonlinear biasing of the 10k zCOSMOS galaxies up to z~1
K. Kovac, C. Porciani, S. J. Lilly, C. Marinoni, L. Guzzo, O., Cucciati, G. Zamorani, A. Iovino, P. Oesch, M. Bolzonella, Y. Peng, B., Meneux, E. Zucca, S. Bardelli, C. M. Carollo, T. Contini, J.-P. Kneib, O. Le, Fevre, V. Mainieri, A. Renzini, M. Scodeggio, A. Bongiorno

TL;DR
This study investigates the nonlinear biasing of zCOSMOS galaxies up to redshift 1, revealing how galaxy overdensity relates to matter density and its evolution over cosmic time.
Contribution
It provides a detailed analysis of the nonlinear biasing function and its evolution, using a large galaxy sample and comparing galaxy and matter density PDFs.
Findings
The biasing function is nonlinear, vanishing in underdense regions and rising in overdense regions.
Linear bias increases from 1.24 at z=0.4 to 1.64 at z=1.
Galaxies reside in dark matter haloes of about 3-6 x 10^12 solar masses.
Abstract
We use the overdensity field reconstructed in the volume of the COSMOS area to study the nonlinear biasing of the zCOSMOS galaxies. The galaxy overdensity field is reconstructed using the current sample of ~8500 accurate zCOSMOS redshifts at I(AB)<22.5 out to z~1 on scales R from 8 to 12 Mpc/h. By comparing the probability distribution function (PDF) of galaxy density contrast delta_g to the lognormal approximation of the PDF of the mass density contrast delta, we obtain the mean biasing function b(delta,z,R) between the galaxy and matter overdensity field and its second moments b(hat) and b(tilde) up to z~1. Over the redshift interval 0.4<z<1 the conditional mean function <delta_g|delta> = b(delta,z,R) delta is of the following characteristic shape. The function vanishes in the most underdense regions and then sharply rises in a nonlinear way towards the mean densities. <delta_g|delta>…
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