4.7 Article

Galaxy clustering in early Sloan Digital Sky Survey redshift data

Journal

ASTROPHYSICAL JOURNAL
Volume 571, Issue 1, Pages 172-190

Publisher

IOP Publishing Ltd
DOI: 10.1086/339893

Keywords

cosmology : observations; cosmology : theory; dark matter; galaxies : clusters : general; galaxies : distances and redshifts; large-scale structure of universe

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We present the first measurements of clustering in the Sloan Digital Sky Survey (SDSS) galaxy redshift survey. Our sample consists of 29,300 galaxies with redshifts 5700 km s(-1) less than or equal to cz less than or equal to 39, 000 km s(-1), distributed in several long but narrow (2.degrees5-5degrees) segments, covering 690 deg(2). For the full, flux-limited sample, the redshift-space correlation length is approximately 8 h(-1) Mpc. The two-dimensional correlation function xi(r(p), pi) shows clear signatures of both the small-scale, fingers-of-God distortion caused by velocity dispersions in collapsed objects and the large-scale compression caused by coherent flows, though the latter cannot be measured with high precision in the present sample. The inferred real-space correlation function is well described by a power law, xi(r) = (r/6.1 +/- 0.2 h(-1) Mpc)(-1.75 +/- 0.03), for 0.1 h(-1) Mpc less than or equal to r less than or equal to 16 h(-1) Mpc. The galaxy pair-wise velocity dispersion is sigma(12) approximate to 600 +/- 100 km s(-1) for projected separations 0.15 h(-1) Mpc less than or equal to r(p) less than or equal to5 h(-1) Mpc. When we divide the sample by color, the red galaxies exhibit a stronger and steeper real-space correlation function and a higher pairwise velocity dispersion than do the blue galaxies. The relative behavior of subsamples defined by high/low profile concentration or high/low surface brightness is qualitatively similar to that of the red/blue subsamples. Our most striking result is a clear measurement of scale-independent luminosity bias at r less than or similar to 10 h(-1) Mpc: subsamples with absolute magnitude ranges centered on M-* - 1.5, M-*, and M-* + 1.5 have real-space correlation functions that are parallel power laws of slope approximate to -1.8 with correlation lengths of approximately 7.4, 6.3, and 4.7 h(-1) Mpc, respectively.

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