2005
DOI: 10.1086/444554
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Measurement of Galaxy Cluster Sizes, Radial Profiles, and Luminosity Functions from SDSS Photometric Data

Abstract: Imaging data from the Sloan Digital Sky Survey is used to measure the empirical size-richness relation for a large sample of galaxy clusters. Using population subtraction methods, we determine the radius at which the cluster galaxy number density is 200Ω −1 m times the mean galaxy density, without assuming a model for the radial distribution of galaxies in clusters. If these galaxies are unbiased on Mpc scales, this galaxy-density-based R 200 reflects the characteristic radii of clusters. We measure the scalin… Show more

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Cited by 193 publications
(286 citation statements)
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References 98 publications
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“…The dispersion does not depend strongly on λ. These values are similar to those reported by Hansen et al (2005) for the MaxBCG cluster finder (σ log 10 (Li) = 0.17, or σMi = 0.425). In Section 2.2, we show that the LRG cuts roughly select galaxies above a fixed absolute magnitude threshold.…”
Section: Non-lrg Redmapper Centralssupporting
confidence: 89%
“…The dispersion does not depend strongly on λ. These values are similar to those reported by Hansen et al (2005) for the MaxBCG cluster finder (σ log 10 (Li) = 0.17, or σMi = 0.425). In Section 2.2, we show that the LRG cuts roughly select galaxies above a fixed absolute magnitude threshold.…”
Section: Non-lrg Redmapper Centralssupporting
confidence: 89%
“…Several earlier studies attempted to show similarities between LFs in different environments, suggesting the LF as universal function (e.g., Oemler 1974; Gaidos 1997;Colless 1989;De Propris et al 2003). In contrast, a number of studies disagree with the universal shape of LF (e.g., Godwin & Peach 1977;de Filippis et al 2011;Hansen et al 2005;Giodini et al 2012). The luminosity evolution of the bright end and slope of the faint end of the galaxy LF in the field and clusters has been well understood (Bowler et al 2014;Lilly et al 1995;Norberg et al 2002;Willmer et al 2006;Ellis et al 1996;Alshino et al 2010).…”
Section: Composite Luminosity Functionmentioning
confidence: 99%
“…First, the Skibba & Sheth (2009) model is extended by allowing for a dependence of the colour distribution on halo mass at fixed luminosity Hearin & Watson 2013;Rodríguez-Puebla et al 2013), and we include colour gradients within haloes (Hansen et al 2009;van den Bosch et al 2008), which results in red galaxies having higher number density concentrations than blue galaxies in haloes of a given mass (as measured by Collister & Lahav 2005). We include stellar masses based on the Zibetti et al (2009) Wojtak & Mamon (2013) and account for the fact that galaxies and subhaloes are less concentrated than dark matter (e.g., Hansen et al 2005;Yang et al 2005b, Wojtak & Mamon 2013 by adopting concentration index c gal = cDM/1.5. Thirdly, the updated model includes a treatment of dynamically unrelaxed systems, including some non-central brightest halo galaxies, central galaxy velocity bias, and massive substructures, all of which depend on host halo mass (see Skibba & Macciò 2011).…”
Section: Halo Occupation Distribution Modelmentioning
confidence: 99%