2003
DOI: 10.1086/345662
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Faint Active Galactic Nuclei and the Ionizing Background

Abstract: We determine the evolution of the faint, high-redshift, optical luminosity function (LF) of active galactic nuclei (AGNs) implied by several observationally motivated models of the ionizing background from 3 < z < 5. Our results depend crucially on whether we use the total ionizing rate measured by the proximity effect technique or the lower determination favored by the flux decrement distribution of Ly forest lines. Assuming a faint-end LF slope of 1.58 and the SDSS estimates of the bright-end slope and norma… Show more

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Cited by 77 publications
(96 citation statements)
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References 146 publications
(178 reference statements)
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“…where α UV = −1.57 (Schirber & Bullock 2003). The value α ν = −1.57 adopted for 475 < λ < 912 Å is consistent with the recent evaluation with the COS spectrograph at HST by Shull et al (2012) and Stevans et al (2014) α ν = −1.41.…”
Section: Agn Hydrogen Ionizing Emissivity and Photoionization Ratesupporting
confidence: 88%
See 1 more Smart Citation
“…where α UV = −1.57 (Schirber & Bullock 2003). The value α ν = −1.57 adopted for 475 < λ < 912 Å is consistent with the recent evaluation with the COS spectrograph at HST by Shull et al (2012) and Stevans et al (2014) α ν = −1.41.…”
Section: Agn Hydrogen Ionizing Emissivity and Photoionization Ratesupporting
confidence: 88%
“…The shape of the AGN SED from λ = 1450 Å to λ = 912 Å has been represented by a double power law with slopes adopted from Schirber & Bullock (2003), Telfer et al (2002), andVanden Berk et al (2001). In the integral we have considered all the AGNs that are a factor of 100 brighter or fainter than the break luminosity (corresponding to a faint limit of M 1450 ∼ −18).…”
Section: Agn Hydrogen Ionizing Emissivity and Photoionization Ratementioning
confidence: 99%
“…(25) (iii) We convert the B -band magnitude from the Vega system to the AB system following Glikman et al (2010) MAB,B − MB = −0.09 (26) (iv) We extrapolate the B -band magnitude of which the effective wavelength is 4344Å (Blanton & Roweis 2007) to the 1450Å magnitude, assuming the quasar continuum between 1450 and 4344Å has a power-law slope of α q,optical = 0.44 relative to wavelength (Schirber & Bullock 2003). Thus…”
Section: Quasar Luminositymentioning
confidence: 99%
“…Following Schirber & Bullock (2003) and Telfer et al (2002), we assume the spectral energy distribution for AGN takes a power law form:…”
Section: Source Model: Agnmentioning
confidence: 99%