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A SURVEY OF LUMINOUS HIGH-REDSHIFT QUASARS WITH SDSS AND WISE. I. TARGET SELECTION AND OPTICAL SPECTROSCOPY

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Published 2016 February 24 © 2016. The American Astronomical Society. All rights reserved.
, , Citation Feige Wang et al 2016 ApJ 819 24 DOI 10.3847/0004-637X/819/1/24

0004-637X/819/1/24

ABSTRACT

High-redshift quasars are important tracers of structure and evolution in the early universe. However, they are very rare and difficult to find when using color selection because of contamination from late-type dwarfs. High-redshift quasar surveys based on only optical colors suffer from incompleteness and low identification efficiency, especially at $z\gtrsim 4.5$. We have developed a new method to select $4.7\lesssim z\lesssim 5.4$ quasars with both high efficiency and completeness by combining optical and mid-IR Wide-field Infrared Survey Explorer (WISE) photometric data, and are conducting a luminous $z\sim 5$ quasar survey in the whole Sloan Digital Sky Survey (SDSS) footprint. We have spectroscopically observed 99 out of 110 candidates with z-band magnitudes brighter than 19.5, and 64 (64.6%) of them are quasars with redshifts of $4.4\lesssim z\lesssim 5.5$ and absolute magnitudes of $-29\lesssim {M}_{1450}\lesssim -26.4$. In addition, we also observed 14 fainter candidates selected with the same criteria and identified 8 (57.1%) of them as quasars with $4.7\lt z\lt 5.4$. Among 72 newly identified quasars, 12 of them are at $5.2\lt z\lt 5.7$, which leads to an increase of ∼36% of the number of known quasars at this redshift range. More importantly, our identifications doubled the number of quasars with ${M}_{1450}\lt -27.5$ at $z\gt 4.5$, which will set strong constraints on the bright end of the quasar luminosity function. We also expand our method to select quasars at z ≳ 5.7. In this paper we report the discovery of four new luminous z ≳ 5.7 quasars based on SDSS–WISE selection.

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1. INTRODUCTION

As the most luminous non-transient objects that can be observed in the early universe, high-redshift quasars are important tracers to study early structure formation and the history of cosmic reionization (e.g., Fan et al. 2006a). In addition, understanding the evolution of quasars from the early universe to the present epoch allows us to study the accretion history of supermassive black holes (SMBHs). However, high-redshift quasar searches are highly challenging due to their low spatial density and a high rate of contamination from cool dwarfs when using the traditional multicolor selection method.

With the increasing number of large surveys such as the 2dF Quasar Redshift Survey (2QZ; Croom et al. 2001) and the Sloan Digital Sky Survey (SDSS; York et al. 2000), the number of known quasars has been increasing rapidly. The 2QZ identified more than 23,000 $B\lt 21$ quasars (Croom et al. 2004). The first two phases of the SDSS spectroscopically identified more than 100,000 quasars (Schneider et al. 2010) and the Baryonic Oscillation Spectroscopic Survey (BOSS; Dawson et al. 2013), which is the third phase of SDSS (SDSS-III; Eisenstein et al. 2011), spectroscopically identified more than 300,000 quasars (e.g., Pâris et al. 2012, 2014) selected by using the extreme deconvolution method (Bovy et al. 2011; DiPompeo et al. 2015). However, most of these quasars are selected based on optical colors only and mostly at lower redshift ($z\;\lesssim $ 3.5). Based on SDSS g − r/r − i and r − i/i − z colors, several hundred $z\geqslant 4$ quasars and some $z\geqslant 5$ quasars have been discovered (Fan et al. 1999, 2000a, 2001b; Zheng et al. 2000; Anderson et al. 2001; Schneider et al. 2001; Chiu et al. 2005). These quasar surveys have to make a very strict r − i/i − z cut and suffer from low completeness to avoid the strong contamination of late-type stars. Nonetheless, the success rate of finding $z\gtrsim 4.5$ quasars in automated spectroscopic surveys remains quite low. For example, the overall success rate of finding $z\gtrsim 4.5$ quasars in the SDSS quasar survey is less than 10%.

Cool et al. (2006) discovered three $z\gt 5$ quasars in the AGN and Galaxy Evolution Survey (AGES; Kochanek et al. 2012) with targets selected from Spitzer Space Telescope mid-infrared photometry. The combination of optical and near-IR colors can improve the success rate and completeness of selecting high-redshift quasars. McGreer et al. (2013) identified 73 $4.7\leqslant z\leqslant 5.1$ quasars out of 92 candidates by adding near-IR J-band photometry. However, this method can be applied only to a narrow redshift range (McGreer et al. 2013).

Spectroscopic followup of SDSS i-dropout objects has identified more than 30 luminous $z\gt 5.7$ quasars (Fan et al. 2000b, 2001a, 2003, 2004, 2006b; Jiang et al. 2008, 2009, 2015). The Canada–France High-z Quasar Survey (CFHQS) has found 20 fainter $z\gt 5.7$ quasars based on multicolor optical imaging at the Canada–France–Hawaii Telescope (CFHT; Willott et al. 2007, 2009, 2010a, 2010b). The Panoramic Survey Telescope & Rapid Response System 1 (Pan-STARRS1, PS1 Kaiser et al. 2002, 2010) high-redshift quasar survey has discovered more than ten $z\gt 5.7$ quasars (Morganson et al. 2012; Bañados et al. 2014). Recently, Bañados et al. (2015) improved the efficiency for selecting z ∼ 6 quasars by matching Pan-STARRS1 and Faint Images of the Radio Sky at Twenty Centimeters (FIRST, Becker et al. 1995) and Carnall et al. (2015) obtained a cleaner z ≳ 5.7 candidate sample by matching optical photometry from the Very Large Telescope Survey Telescope ATLAS survey (Shanks et al. 2015) and Wide-field Infrared Survey Explorer (WISE) photometry. However, these methods can be used to select only $z\lt 6.5$ quasars. The first $z\gt 6.5$ quasar, ULAS J112001.48+064124.3 at z = 7.1, was discovered in the United Kingdom Infrared Deep Sky Survey (UKIDSS) Large Area Survey (LAS; Lawrence et al. 2007) by Mortlock et al. (2011). Recently, six more $z\gt 6.5$ quasars (Venemans et al. 2013, 2015) were discovered in the Visible and Infrared Survey Telescope for Astronomy (VISTA) Kilo-Degree Infrared Galaxy survey (VIKING; Arnaboldi et al. 2007) and Pan-STARRS1 survey. To date, although more than 300,000 quasars are known, among them are about 170 quasars at $z\gt 5$, ∼60 quasars at $z\gt 6$ and one quasar at $z\gt 7$. In addition  there is an obvious gap of known quasars at $5.2\lesssim z\lesssim 5.7$, which is caused by their optical colors being very similar to those of late-type stars, especially M dwarfs. This redshift distribution gap of known quasars poses challenges for the studies of the high-redshift quasar luminosity function (QLF), the black hole mass function (BHMF) and the properties of the post-reionziation intergalactic medium (IGM).

NASA's WISE (Wright et al. 2010) mapped the sky at 3.4, 4.6, 12, and 22 μm (W1, W2, W3, and W4) with an angular resolution of 6.1, 6.4, 6.5, and 12.0 arcsec and 5σ photometric sensitivity better than 0.08, 0.11, 1, and 6 mJy (corresponding to 16.5, 15.5, 11.2, and 7.9 Vega magnitudes) in these four bands, respectively. The WISE All-Sky Data Release11 includes all data taken during the WISE full cryogenic mission phase from 2010 January 7 to August 6 and consists of over 563 million objects. Recently the ALLWISE12 program combined data from the WISE cryogenic and NEOWISE (Mainzer et al. 2011) post-cryogenic survey phases to form the most comprehensive view of the full mid-infrared sky. The ALLWISE photometric catalog includes over 747 million objects with enhanced photometric sensitivity and accuracy and improved astrometric precision compared to the WISE All-Sky Data Release.

In this paper we present a new robust method for selecting luminous high-redshift quasars by combining ALLWISE and SDSS photometric data and provide the results of optical spectroscopy followup observations. This paper is organized as follows. In Section 2 we summarize the ALLWISE detection rate of high-redshift quasars and the W1–W2 colors of high-redshift quasars and late-type stars. In Section 3 we describe our target selection and spectroscopic observations.  In Section 4 we present our spectroscopic quasar sample and in Section 5 we discuss the pros and cons of our selection method and compare with the SDSS high-redshift quasar selection method. In Section 6 we extend our selection method to z ≳ 5.7 quasars and present the discovery of four new quasars at $z\gt 5.7$ and in Section 7 we give a brief summary. Throughout the paper, SDSS magnitudes are reported on the asinh system (Lupton et al. 1999), and WISE magnitudes are on the Vega system. We adopt a standard ΛCDM cosmology with Hubble constant ${H}_{0}=70\;{\text{km s}}^{-1}\;{{\rm{Mpc}}}^{-1}$, and density parameters ${{\rm{\Omega }}}_{M}=0.3$ and ${{\rm{\Omega }}}_{{\rm{\Lambda }}}=0.7$.

2. WISE PHOTOMETRY OF PUBLISHED HIGH-REDSHIFT QUASARS

Wu et al. (2012) first studied SDSS quasars in the WISE preliminary data release13 sky coverage and found that WISE can detect more than 50% of the SDSS quasars with $i\lt 20.5$ and W1–W2 $\gt 0.57$ and can separate late-type stars and quasars efficiently. Remarkably, this method has been used in the Large Sky Area Multi-object Fiber Spectroscopic Telescope (LAMOST) Quasar Survey and has discovered several thousand new quasars mainly at $z\;\lesssim 4.0$ (Ai et al. 2016). The depth of ALLWISE has improved from the early catalogs, due to the stacking of multiple epoch photometry;  the 95% completeness limits of ALLWISE W1 and W2 are at about 17.1 (44 μJy) and 15.7 (88 μJy) magnitude.14

Figure 1 shows the absolute magnitudes at $1450\;\mathring{\rm A} $ of a low redshift type I quasar template (Glikman et al. 2006) as a function of redshift at the ALLWISE W1 and W2 magnitude limits. It is clear that the ALLWISE data set has a high completeness of detecting luminous high-redshift quasars (e.g., ${M}_{1450}\lesssim -26.5$ at $z\lesssim 6$ and ${M}_{1450}\lesssim -27.0$ at $z\lesssim 7$) and is a highly valuable data set for finding luminous high-redshift quasars when combined with other optical sky surveys such as SDSS, PanSTARRS, SkyMapper, DES, VST ATLAS, DECaLS, and LSST as well as with near-IR surveys such as UKIDSS-LAS, UKIDSSS-UHS, and VISTA-VHS.

Figure 1.

Figure 1. M1450 as a function of redshift for a type I quasar template from Glikman et al. (2006). The red solid line denotes W1 = 17.1 and the blue dashed line denotes W2 = 15.7, which are the 95% completeness limits of the ALLWISE catalog. ALLWISE is a promising data set for finding high-redshift quasars with high luminosity (e.g., ${M}_{1450}\lesssim -26.5$ at $z\lesssim 6$ and ${M}_{1450}\lesssim -27.0$ at $z\lesssim 7$).

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We collected 725 published quasars at $z\gt 4.5$ from the SDSS quasar catalogs and the literature (Table 1). We cross-matched these high-redshift quasars with the ALLWISE source catalog using a position offset within $2^{\prime\prime} $ and found that 530 (73.1%) of them were detected in the ALLWISE W1 band, 505 (69.7%) in the W2 band, 261 (36.0%) in the W3 band, and 94 (13.0%) in the W4 band. In Figure 2 we show the redshift and z-band magnitude distribution of these quasars as well as the dependence of the ALLWISE detection rate on the redshift and magnitude. The ALLWISE data set detected ≳50% of the known quasars over almost all redshifts and $\gtrsim 95$% of the known quasars with $z\lesssim 19.5$. This is consistent with what we find in Figure 1. In particular, 34 of 50 (68%) published $z\geqslant 6$ quasars are detected by the ALLWISE data set, which is higher than the result reported in previous studies on the WISE All-Sky detection rate (17/31, 55%) of $z\gt 6$ quasars based on a smaller sample (Blain et al. 2013). Note that the drop in the detection rate at the brightest end is caused by the fact that one of three quasars in the brightest bin is blended by a nearby bright star in the ALLWISE image.

Figure 2.

Figure 2. Upper panel: the black solid line denotes the redshift histogram of all published $z\gt 4.5$ quasars, while the red dashed line is the redshift histogram of the ALLWISE-detected $z\gt 4.5$ quasars. The ratio between them (blue dashed line) is also plotted as a function of redshift. Note that the drop in the detection rate at $z\sim 5.5$ is mainly affected by the statistic error because of the small number of objects in the bin. Lower panel: the black solid line denotes the SDSS z-band magnitude histogram of $z\geqslant 4.5$ quasars with SDSS detections, while the red dashed line is the z-band magnitude histogram of the ALLWISE-detected $z\geqslant 4.5$ quasars. The ratio between them is also plotted as a function of magnitude.

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Table 1.  Optical and WISE Photometry of 725 Published $z\gt 4.5$ Quasars

Name Redshift Ref r ${\sigma }_{r}$ i ${\sigma }_{i}$ z ${\sigma }_{z}$ Opt W1 ${\sigma }_{{\text{}}W1}$ W2 ${\sigma }_{{\text{}}W2}$ WISE
J000239.39+255034.80 5.800 16 23.09 0.32 21.51 0.11 18.96 0.05 DR10 16.16 0.06 15.54 0.13 AW
J000552.34–000655.80 5.850 16 24.97 0.51 22.98 0.28 20.41 0.13 DR10 17.30 0.16 17.04 99.0 AW
J000651.61–620803.70 4.510 51 18.29 99.0 99.0 99.0 99.0 99.0 REF 15.20 0.03 14.61 0.04 AW
J000749.17+004119.61 4.780 DR12 21.36 0.06 19.97 0.03 19.84 0.08 DR10 16.85 0.11 16.41 0.26 AW
J000825.77–062604.60 5.929 24 23.91 0.59 23.55 0.63 20.01 0.14 DR10 16.81 0.11 15.68 0.14 AW
J001115.24+144601.80 4.964 DR12 19.48 0.02 18.17 0.02 18.03 0.03 DR10 15.29 0.04 14.69 0.06 AW
J001207.79+094720.23 4.745 DR12 21.40 0.07 19.81 0.04 19.86 0.10 DR10 16.26 0.07 15.80 0.17 AW
J001529.86–004904.30 4.930 32 22.59 0.15 20.99 0.05 20.56 0.12 DR10 99.0 99.0 99.0 99.0 99
J001714.68–100055.43 5.011 DR7 21.23 0.06 19.45 0.03 19.55 0.09 DR10 15.94 0.06 15.17 0.09 AW
J002208.00–150539.76 4.528 50 19.39 0.03 18.75 0.02 18.54 0.04 DR10 15.54 0.05 15.11 0.10 AW

Note. Table 1 is available in its entirety in the electronic edition of the journal. The first 10 rows are shown here for guidance regarding its form and content. The names here are in the format of JHHMMSS.SS+/–DDMMSS.SS. The Ref  column lists the reference for each quasar and the Opt column lists the references for the optical magnitudes. Most optical magnitudes are from the SDSS DR10 photometric catalog and are Galactic extinction corrected SDSS PSF asinh magnitudes (${z}_{{AB}}={z}_{\mathrm{SDSS}}+0.02$ mag). The optical magnitudes come from the reference paper and are in the AB system if the quasar does not have SDSS DR 10 photometry. The WISE column lists the flag from the WISE data: AW = ALLWISE catalog, AWR = ALLWISE Reject catalog, AS = ALL-SKY WISE catalog, ASR = ALL-SKY WISE Reject catalog, and 99 means no detection in any WISE catalog. This table only includes quasars that were published before 2015 July.

Only a portion of this table is shown here to demonstrate its form and content. A machine-readable version of the full table is available.

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Due to their red optical colors, late-type stars (especially M dwarfs) are the most serious contaminants in selecting $z\sim 5$ quasar candidates using optical colors (e.g., Fan et al. 1999). Wu et al. (2012) studied the color distributions of WISE-detected quasars and stars with SDSS spectroscopy and found that both normal and late-type stars can be well rejected with W1–W2 $\gt 0.57$ (see Figure 6 in Wu et al. 2012). Figure 3 shows the W1–W2 color of quasars as a function of redshift. To have a clear view of the color-redshift track, we plot quasars with both W1 and W2 having a signal-to-noise ratio great than five as blue points and quasars with only W1 at the five sigma level as open black cycles in Figure 3. To get a more reasonable statistics of known quasars, we only count quasars detected by ALLWISE with both W1 and W2 at the five sigma level in the lower panel in Figure 3. Clearly most high-redshift quasars, especially $z\gt 4.7$ quasars, have a red W1–W2 color. There are ∼41% of $z\lt 4.7$ quasars having red W1–W2 colors with W1–W2 $\gt \;0.5$, ∼68% of $4.7\lt z\lt 5.0$ quasars with W1–W2 $\gt \;0.5$, and ∼92% of $z\gt 5.0$ quasars with W1–W2 $\gt \;0.5$. Because WISE data have a high detection rate of luminous high-redshift quasars and can provide an effective way of separating quasars and late-type stars, we are conducting a luminous quasar survey at $z\gtrsim 4.7$ by combing SDSS and ALLWISE photometry. Note that there is a glaring gap of known quasars at $5.2\lt z\lt 5.7$ which can be seen in both Figures 1 and 3. This is because quasar colors are very similar to those of M dwarfs and hard to distinguish in both optical and near-IR wavelengths. Benefiting from the different W1–W2 colors of quasars and M dwarfs, we expect that we can select $z\gt 5.2$ quasars more effectively by combining SDSS and ALLWISE photometry than previous quasar selection methods.

Figure 3.

Figure 3. Upper: the W1–W2 vs. redshift diagram. The purple dashed line represents W1–W2 $=\;0.5$. The red solid line represents the color-z relation predicted using the quasar template from Glikman et al. (2006). The solid squares from left to right mark the color tracks for quasars from z = 5.0 to z = 7.0 in steps of ${\rm{\Delta }}z=0.5$. The blue points represent $z\geqslant 4.5$ quasars detected by ALLWISE with both W1 and W2 at the 5σ level. The black open cycles denote $z\geqslant 4.5$ quasars detected by ALLWISE with only W1 at the 5σ level. Lower: the fraction of $z\gt 4.5$ quasars with W1–W2 $\gt \;0.5$ as a function of redshift. Note that we only consider quasars detected by ALLWISE with both W1 and W2 at the 5σ level here. The purple dashed line denotes a fraction of 50%. We calculated the fraction using a redshift bin of 0.2. Note that the bins at $z\sim 5.6$ and $z\sim 6.8$ are not plotted due to no available data. The drop of the fraction at z ∼ 6 is partly because of the large uncertainties of WISE photometry for faint high-redshift quasars.

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Table 2.  Observational Information of 72 Newly Identified $z\sim 5$ Quasars

Name Telescope Grating Slit Redshift Date Exposure (s)
J000754.08–031730.82 ANU R3000 1.0 4.76 20141016 1800
J000851.43+361613.49 LJT G12 1.8 5.17 20131127 2100
J002526.84–014532.51 MMT 270 gpm 1.0 5.07 20140110 600
J003941.03+202554.85 216 G4 2.3 4.61 20141117 3600
J004508.81+374334.91 LJT G5 1.8 4.62 20141003 1800
J005527.18+122840.67 LJT G3 1.8 4.70 20131125 1800
J011614.30+053817.70 Bok R400 2.5 5.33 20141028 2100
J012026.86+223058.55 MMT 270 gpm 1.5 4.59 20140110 600
J012220.29+345658.43 LJT G5 1.8 4.85 20140121 1800
J012247.35+121624.06 LJT G5 1.8 4.79 20141024 2400
J013127.34–032100.19 LJT G3 1.8 5.18 20131125 1500
J013224.89–030718.45 ANU R3000 1.0 4.83 20150720 1200
J013238.33+292602.57 Bok R400 2.5 4.45 20141030 2400
J014741.53–030247.88 216 G4 2.3 4.75 20141117 1800
J015533.28+041506.74 Bok R400 2.5 5.37 20141028 2400
J015618.99–044139.88 MMT 270 gpm 1.5 4.94 20140110 600
J020139.04+032204.73 216 G4 2.3 4.57 20141117 3600
J021624.16+230409.47 Bok R400 2.5 5.26 20141030 3000
J021736.76+470826.48 MMT 270 gpm 1.0 4.81 20140108 600
J022055.59+473319.34 216 G4 2.3 4.82 20141116 3600
J022112.62–034252.26 LJT G3 1.8 5.02 20131125 2700
J024601.95+035054.12 LJT G5 1.8 4.96 20140121 1800
J024643.78+061045.74 Bok R400 2.5 4.57 20141028 2100
J025121.33+033317.42 LJT G3 1.8 5.00 20131125 2400
J030642.51+185315.85 LJT G3 1.8 5.36 20131125 1320
J032407.69+042613.29 Bok R400 2.5 4.72 20141028 2100
J045427.96–050049.38 Bok R400 2.5 4.93 20141117 1500
J065330.25+152604.71 MMT 270 gpm 1.0 4.90 20140109 600
J073231.28+325618.33 MMT 270 gpm 1.0 4.76 20150509 300
J074749.18+115352.46 LJT G3 1.8 5.26 20131127 2100
J075332.01+101511.68 Bok R400 2.5 4.89 20141111 2400
J080306.19+403958.96 Bok R400 2.5 4.79 20141118 2400
J083832.31–044017.47 LJT G12 1.8 4.75 20140225 1800
J085942.62+443115.97 MMT 270 gpm 1.0 4.57 20150314 200
J111700.43–111930.63 LJT G5 1.8 4.40 20150221 1800
J120829.27+394339.72 MMT 270 gpm 1.0 4.94 20120527 300
J122342.16+183955.39 MMT 270 gpm 1.0 4.55 20150508 300
J133257.45+220835.91 MMT 270 gpm 1.0 5.11 20140109 600
J143704.81+070807.71 LJT G5 1.8 4.93 20150214 1800
J152302.90+591633.04 216/MMT 270 gpm 1.0 5.11 20150314 600
J155657.36–172107.55 LJT G5 1.8 4.75 20150228 1500
J160111.16–182835.08 MMT 270 gpm 1.0 5.06 20150508 300
J162045.64+520246.65 MMT 270 gpm 1.5 4.79 20130418 900
J162315.28+470559.90 LJT G5 1.8 5.13 20140405 2100
J162838.83+063859.14 MMT 270 gpm 1.0 4.85 20150313 500
J163810.39+150058.26 MMT 270 gpm 1.0 4.76 20140514 900
J165635.46+454113.55 LJT G5 1.8 5.34 20141001 1800
J175114.57+595941.47 216 G10 2.3 4.83 20140507 3600
J175244.10+503633.05 MMT 270 gpm 1.5 5.02 20130418 900
J205442.21+022952.02 MMT 270 gpm 1.0 4.56 20150508 300
J211105.62–015604.14 LJT G5 1.8 4.85 20140708 1547
J215216.10+104052.44 LJT G5 1.8 4.79 20141001 1200
J220106.63+030207.71 LJT G5 1.8 5.06 20141001 1500
J220226.77+150952.38 216 G4 2.3 5.07 20141117 3000
J220710.12–041656.28 LJT G5 1.8 5.53 20141022 2400
J221232.06+021200.09 LJT G5 1.8 4.61 20141023 2400
J221921.74+144126.31 LJT G5 1.8 4.59 20141025 2400
J222514.38+033012.50 Bok R400 2.5 5.24 20141029 2400
J222612.41–061807.29 LJT G5 1.8 5.08 20141001 1500
J225257.46+204625.22 LJT G5 1.8 4.91 20141001 1500
J232939.30+300350.78 LJT G5 1.8 5.24 20141022 2100
J233048.79+292301.05 LJT G5 1.8 4.79 20141023 2400
J234241.13+434047.46 LJT G5 1.8 4.99 20141025 2400
J234433.50+165316.48 LJT G5 1.8 5.00 20140930 1500
J003125.86+071036.92 LJT G3 1.8 5.33 20131126 3000
J011546.27–025312.24 LJT G5 1.8 5.07 20141123 3600
J024152.92+043553.46 LJT G12 1.8 5.22 20131129 2100
J081248.82+044056.54 Bok R400 2.5 5.29 20141030 3000
J132319.69+291755.75 LJT G12 1.8 4.92 20140223 2100
J151901.27+042348.60 MMT 270 gpm 1.0 4.94 20150316 600
J165951.03+323928.63 LJT G12 1.8 5.17 20140226 2400
J215904.97+050745.76 LJT G5 1.8 4.71 20141017 1800

Note. The sources in the first part are from our main sample and those in the second part are from our fainter supplementary sample.

A machine-readable version of the table is available.

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3. TARGET SELECTION AND SPECTROSCOPIC OBSERVATIONS

3.1. Target Selection

At $z\sim 5$, most quasars are undetectable in the u band and g band because of the presence of Lyman limit systems (LLSs), which are optically thick to the continuum radiation from quasars (Fan et al. 1999). Meanwhile the Lyman series line absorptions and Lyman continuum absorptions begin to dominate in the r band and Lyα emission moves to the i band. The $r-i/i-z$ color–color diagram was often used to select $z\sim 5$ quasar candidates in previous studies (Fan et al. 1999; Richards et al. 2002; McGreer et al. 2013). In Figure 4 we show the $r-i/i-z$ colors of stars and 274 SDSS and BOSS $4.7\leqslant z\lt 5.6$ quasars (Schneider et al. 2010; Pâris et al. 2014) as well as different $z\sim 5$ quasar selection criteria (Richards et al. 2002; McGreer et al. 2013). The optical color selection limits shown here (cyan and orange dashed lines) are effective for quasars at $z\lesssim 5.1$, but the selection becomes very incomplete for quasars at $z\gtrsim 5.1$ when they enter the M star locus on the $r-i/i-z$ color–color diagram (Richards et al. 2002; McGreer et al. 2013). This is consistent with the color-redshift tracks (green solid line) derived from the $z\sim 5$ quasar composite spectrum constructed from BOSS quasar spectra using a median algorithm by us. As we discussed in Section 2W1–W2 can be used to reject M type stars effectively and the addition of WISE photometry will allow us to loosen the typical $r-i/i-z$ cuts to reach higher redshift while still being able to reject most late-type star contaminants. Following are our selection criteria:

Equation (1)

Equation (2)

Equation (3)

Equation (4)

Equation (5)

Equation (6)

Equation (7)

Equation (8)

Equation (9)

where optical magnitudes are Galactic extinction corrected SDSS point-spread function asinh magnitudes and the W1 and W2 magnitudes are Vega-based magnitudes. The u-band and g-band cuts are the typical magnitude limits for dropout bands (Fan et al. 1999). The z-band magnitude cut is to ensure the accuracy of the z-band photometry since the $5\sigma $ detection of the SDSS z band for point sources with $1^{\prime\prime} $ image quality is about 20.5. The spectral energy distributions of $z\gtrsim 4.5$ quasars are mainly dominated by a power-law spectrum with a slope around ${\alpha }_{\nu }\sim -0.5$ (Vanden Berk et al. 2001), which is flatter than that of M dwarfs. This difference leads to a redder $z-$W1 color for quasars than for M dwarfs (Equation (6)). As we discussed in the last section, the W1–W2 color can separate quasars and late-type stars very efficiently; here, we require W1–W2 $\gt \;0.5$ (Equation (7)). We use the magnitude or photometric error cuts of the ALLWISE photometric data (Equation (8)) to ensure the accuracy of the W1–W2 color. Considering the serious contamination and redder W1–W2 colors for $z\gtrsim 5.2$ quasars (Figure 3), we also require a more strict $z-$W1 and W1–W2 color accuracy for candidates with $i-z\gt 0.4$ (Equation (9)). Although using Equation (9) leads to a lower completeness of selecting $z\gtrsim 5.2$ quasars, it helps to reduce star contamination significantly. The color distribution of quasars in the color–color diagrams are broader than that derived from composite quasar spectra. This is not only because of the magnitude uncertainties but also because of the broad distributions of quasar emission line strength and continuum slopes. The z band covers the rest-frame UV continuum (∼1300–1700 Å), but the W1 band covers the rest-frame optical-continuum (∼5000–6500 Å). There is a break of the continuum slope at around $5500\;\mathring{\rm A} $ (Vanden Berk et al. 2001; Glikman et al. 2006) and the distributions of the continuum slopes at UV and optical wavelengths are broad (e.g., Shen et al. 2011). In addition, as the ${\rm{H}}\alpha $ emission contributes significantly to the flux in WISE W1 and W2 bands, the different strength of the ${\rm{H}}\alpha $ emission will also cause some scatters of the $z-$W1 colors. So the large scatter of $z-$W1 colors is not only affected by the WISE magnitude uncertainties but also by the broad distributions of the UV and optical-continuum slopes and the strength of the emission lines.

Figure 4.

Figure 4.  i − z vs. r − i color–color diagram. The purple dashed line represents our selection criteria for quasar candidates. The orange dashed line represents the SDSS $z\gt 4.5$ quasar selection criteria (Richards et al. 2002) and the cyan dashed line denotes $4.7\lesssim z\lesssim 5.1$ quasar selection criteria (McGreer et al. 2013). The green solid line represents the color-z relation predicted using $z\sim 5.0$ SDSS quasar composite spectra. The solid squares mark the color tracks for quasars from z = 4.4 to z = 5.4 in steps of ${\rm{\Delta }}z=0.1$. The gray map denotes SDSS stars, the blue open cycles denote SDSS $4.7\leqslant z\lt 5.1$ quasars, the blue solid circles denote SDSS $5.1\leqslant z\lt 5.6$ quasars. The red open stars denote our newly discovered quasars with $z\lt 5.1$ and the red solid stars denote our newly discovered quasars with $5.1\leqslant z\lt 5.6$. Typical error bars are shown in the upper right-hand corner.

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The purple dashed lines in Figures 4 and 5 denote our color–color selection criteria (Equations (5)–(7)). Apparently, our $r-i/i-z$ selection criteria are much looser than those of other studies (the region between the purple dashed line and the orange dashed line) which will improve the completeness of $z\gtrsim 5.1$ quasars. Among 274 SDSS and BOSS $4.7\leqslant z\lt 5.6$ quasars 22 of them (blue crosses between the purple dashed line and the orange dashed line in Figure 4) satisfy our $r-i/i-z$ cuts but not the cuts in Richards et al. (2002) and seven (∼32%) of them with $z\gt 5.1$. Except for the one that was not detected by ALLWISE, the other six $z\gt 5.1$ quasars also satisfy our $z-$W1/W1–W2 selection criteria shown in Figure 5. Therefore we can expect to improve the completeness of selecting $z\gtrsim 5.1$ quasars with our method by combining SDSS and ALLWISE.

Figure 5.

Figure 5.  $z-$W1 vs. W1–W2 color–color diagram. The purple dashed line represents our selection criteria for quasar candidates. The green solid line represents the color-z relation predicted using quasar composite spectra (Glikman et al. 2006). The solid squares mark the color tracks for quasars from z = 4.4 to z = 5.4 in steps of ${\rm{\Delta }}z=0.2$. Other symbols have the same meaning as in Figure 4.

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We started our quasar candidate selection from a catalog of SDSS Data Release 10 (DR10) primary point sources. Applying the optical magnitude and color cuts (Equations (1)–(5)) using SDSS-III DR10 Query/CasJobs15 results in 457,930 point sources. We then cross-identified these sources with the ALLWISE source catalog using a position offset within $2^{\prime\prime} ;$ this reduced our candidate list to 80,404 sources with ALLWISE detections. We selected our candidates using Equations (6)–(9) which resulted in 1262 candidates. As we discussed in Section 2, the ALLWISE data base has a high completeness for finding quasars with z-band magnitudes brighter than 19.5. Limiting candidates to $z\leqslant 19.5$ reduces our candidate list to 420 objects. Before conducting spectroscopic observations we visually inspected images of these 420 candidates and removed 231 candidates with suspicious detections, such as those close to very bright stars or binaries. This list of 189 objects is our primary $z\sim 5$ quasar candidate sample. Removing 78 previously known quasars and one known dwarf results in a total of 110 candidates that required spectroscopic followup observations. We have obtained spectra for 99 of these candidates and also re-identified one known quasar (J022112.62–034252.26, See Table 3) that was not published at the time of observations. In addition to our primary sample at $z\leqslant 19.5$, we also include candidates fainter than 19.5 as a supplementary sample and observed several of them during our spectroscopic runs as a test for our ability to find fainter quasars using SDSS/WISE selection.

Table 3.  Photometric Properties of 72 New Identified $z\sim 5$ Quasars

Name Redshift m1450 M1450 r ${\sigma }_{r}$ i ${\sigma }_{i}$ z ${\sigma }_{z}$ W1 ${\sigma }_{{\text{}}W1}$ W2 ${\sigma }_{{\text{}}W2}$
J000754.08–031730.82 4.76 19.77 −26.54 21.64 0.08 19.63 0.03 19.49 0.07 16.26 0.07 15.41 0.11
J000851.43+361613.49 5.17 19.12 −27.34 21.45 0.08 19.50 0.02 19.20 0.05 16.05 0.05 15.37 0.09
J002526.84–014532.51 5.07 17.79 −28.63 19.58 0.02 18.03 0.02 17.85 0.02 14.80 0.03 14.16 0.05
J003941.03+202554.85 4.61 19.26 −27.00 20.51 0.05 18.96 0.03 18.78 0.05 14.88 0.03 14.36 0.05
J004508.81+374334.91 4.62 19.40 −26.87 20.43 0.04 19.37 0.03 19.06 0.08 15.98 0.05 15.31 0.08
J005527.18+122840.67 4.70 18.85 −27.45 20.23 0.03 18.71 0.02 18.66 0.04 15.45 0.05 14.95 0.09
J011614.30+053817.70 5.33 18.84 −27.66 21.57 0.09 19.87 0.03 19.22 0.06 16.37 0.07 15.76 0.13
J012026.86+223058.55 4.59 19.38 −26.88 20.58 0.04 19.38 0.02 19.28 0.06 16.73 0.09 15.91 0.17
J012220.29+345658.43 4.85 19.63 −26.72 21.30 0.07 19.45 0.03 19.45 0.07 16.52 0.07 15.69 0.12
J012247.35+121624.06 4.79 19.54 −26.79 22.25 0.14 19.37 0.03 19.27 0.06 15.59 0.05 14.91 0.07
J013127.34–032100.19 5.18 18.09 −28.37 20.15 0.04 18.46 0.02 18.01 0.03 14.58 0.03 13.84 0.04
J013224.89–030718.45 4.83 19.74 −26.60 21.36 0.06 19.73 0.03 19.49 0.06 16.72 0.09 16.12 0.17
J013238.33+292602.57 4.45 19.64 −26.57 20.73 0.06 19.64 0.03 19.47 0.08 16.50 0.07 15.82 0.13
J014741.53–030247.88 4.75 18.55 −27.77 20.08 0.03 18.53 0.02 18.21 0.02 14.86 0.03 14.32 0.05
J015533.28+041506.74 5.37 19.48 −27.03 21.70 0.10 19.97 0.03 19.26 0.06 16.33 0.07 15.19 0.10
J015618.99–044139.88 4.94 19.21 −27.17 20.77 0.04 19.10 0.02 19.13 0.05 15.36 0.04 14.69 0.06
J020139.04+032204.73 4.57 19.15 −27.10 20.25 0.03 19.09 0.02 19.02 0.04 15.38 0.04 14.83 0.07
J021624.16+230409.47 5.26 19.30 −27.18 21.26 0.06 19.78 0.03 19.32 0.06 16.56 0.08 15.73 0.15
J021736.76+470826.48 4.81 19.31 −27.03 20.55 0.05 18.96 0.02 18.88 0.05 15.76 0.05 15.14 0.08
J022055.59+473319.34 4.82 18.56 −27.78 20.07 0.03 18.34 0.01 18.31 0.03 15.19 0.04 14.62 0.06
J022112.62–034252.26a 5.02 19.96 −26.45 20.86 0.05 19.25 0.04 19.50 0.07 16.38 0.06 15.63 0.11
J024601.95+035054.12 4.96 19.46 −26.93 21.05 0.05 19.28 0.02 19.36 0.05 16.67 0.07 15.74 0.14
J024643.78+061045.74 4.57 19.06 −27.19 20.22 0.03 19.05 0.02 18.86 0.06 15.42 0.04 14.81 0.07
J025121.33+033317.42 5.00 19.58 −26.82 20.80 0.04 19.04 0.03 19.06 0.05 15.64 0.04 14.93 0.07
J030642.51+185315.85 5.36 17.59 −28.92 19.89 0.03 17.96 0.01 17.47 0.02 14.31 0.03 13.46 0.04
J032407.69+042613.29 4.72 19.19 −27.12 20.39 0.04 19.03 0.02 19.15 0.06 15.72 0.05 15.13 0.09
J045427.96–050049.38 4.93 18.84 −27.54 19.91 0.03 18.59 0.03 18.39 0.03 15.09 0.03 14.53 0.05
J065330.25+152604.71 4.90 19.35 −27.02 21.27 0.06 19.48 0.02 19.39 0.07 16.65 0.11 15.79 0.16
J073231.28+325618.33 4.76 18.78 −27.53 20.26 0.03 18.82 0.01 18.62 0.03 15.46 0.04 14.92 0.08
J074749.18+115352.46 5.26 18.51 −27.97 20.44 0.03 18.67 0.02 18.27 0.03 14.64 0.03 13.79 0.04
J075332.01+101511.68 4.89 19.79 −26.57 21.14 0.04 19.39 0.02 19.37 0.06 16.31 0.08 15.78 0.15
J080306.19+403958.96 4.79 19.17 −27.15 20.58 0.04 18.88 0.02 18.60 0.03 15.28 0.04 14.76 0.06
J083832.31–044017.47 4.75 19.37 −26.94 21.20 0.06 19.62 0.03 19.21 0.07 15.58 0.04 15.06 0.08
J085942.62+443115.97 4.57 18.66 −27.59 19.67 0.02 18.66 0.03 18.64 0.04 15.60 0.05 15.06 0.08
J111700.43–111930.63 4.40 18.61 −27.58 19.75 0.02 18.65 0.02 18.29 0.03 15.19 0.04 14.63 0.06
J120829.27+394339.72 4.94 19.20 −27.18 20.79 0.06 19.04 0.02 19.06 0.05 15.80 0.05 15.09 0.08
J122342.16+183955.39 4.55 18.90 −27.34 20.52 0.04 18.97 0.02 18.59 0.04 14.98 0.03 14.45 0.05
J133257.45+220835.91 5.11 19.11 −27.32 21.12 0.04 19.26 0.02 19.23 0.04 15.69 0.05 14.89 0.06
J143704.81+070807.71 4.93 19.35 −27.03 20.62 0.04 19.17 0.02 19.16 0.05 16.14 0.06 15.62 0.12
J152302.90+591633.04 5.11 19.10 −27.33 21.39 0.06 19.54 0.02 19.22 0.05 15.64 0.03 15.13 0.05
J155657.36–172107.55 4.75 18.47 −27.85 19.94 0.04 18.43 0.02 18.43 0.05 15.09 0.04 14.59 0.06
J160111.16–182835.08 5.06 18.96 −27.46 20.98 0.15 19.37 0.05 18.89 0.09 15.65 0.05 15.05 0.08
J162045.64+520246.65 4.79 19.09 −27.24 20.77 0.04 18.97 0.02 18.94 0.04 15.30 0.03 14.70 0.04
J162315.28+470559.90 5.13 18.89 −27.55 20.87 0.05 19.52 0.03 19.23 0.07 15.57 0.03 14.76 0.05
J162838.83+063859.14 4.85 19.37 −26.98 20.88 0.04 19.56 0.02 19.40 0.05 16.68 0.09 15.93 0.17
J163810.39+150058.26 4.76 18.81 −27.50 20.53 0.04 18.83 0.02 18.53 0.04 15.10 0.04 14.53 0.05
J165635.46+454113.55 5.34 18.94 −27.57 21.51 0.06 19.70 0.02 19.06 0.04 16.22 0.28 15.53 0.07
J175114.57+595941.47 4.83 19.03 −27.17 20.75 0.04 19.09 0.02 18.78 0.04 15.66 0.03 15.09 0.05
J175244.10+503633.05 5.02 18.97 −27.43 20.85 0.04 18.82 0.02 18.87 0.05 15.13 0.03 14.40 0.03
J205442.21+022952.02 4.56 19.15 −27.10 20.33 0.03 19.20 0.02 19.00 0.05 16.33 0.07 15.78 0.14
J211105.62–015604.14 4.85 18.21 −28.14 19.78 0.02 18.11 0.02 18.14 0.03 15.02 0.04 14.41 0.05
J215216.10+104052.44 4.79 18.37 −27.96 19.97 0.03 18.36 0.02 18.22 0.03 14.67 0.03 14.02 0.04
J220106.63+030207.71 5.06 18.90 −27.52 20.58 0.03 19.11 0.02 18.90 0.04 15.98 0.06 15.20 0.10
J220226.77+150952.38 5.07 18.48 −27.95 20.28 0.03 18.69 0.02 18.47 0.03 15.74 0.05 15.20 0.08
J220710.12–041656.28 5.53 18.86 −27.70 22.32 0.24 19.59 0.03 18.95 0.06 15.12 0.04 14.14 0.05
J221232.06+021200.09 4.61 19.83 −26.43 20.90 0.03 19.68 0.03 19.41 0.05 16.65 0.08 15.86 0.14
J221921.74+144126.31 4.59 19.69 −26.57 20.66 0.05 19.53 0.03 19.19 0.06 16.20 0.08 15.45 0.12
J222514.38+033012.50 5.24 19.38 −27.10 21.74 0.14 20.02 0.05 19.47 0.10 16.50 0.08 15.69 0.13
J222612.41–061807.29 5.08 18.66 −27.76 20.32 0.04 18.76 0.02 18.73 0.05 15.64 0.05 14.96 0.09
J225257.46+204625.22 4.91 19.44 −26.93 20.65 0.04 19.16 0.02 19.23 0.06 16.27 0.06 15.52 0.10
J232939.30+300350.78 5.24 18.83 −27.65 20.87 0.05 19.37 0.02 18.93 0.04 16.21 0.06 15.43 0.10
J233048.79+292301.05 4.79 19.73 −26.59 20.93 0.05 19.53 0.02 19.37 0.06 16.77 0.10 15.80 0.13
J234241.13+434047.46 4.99 19.54 −26.86 21.17 0.06 19.26 0.02 18.97 0.05 15.57 0.04 14.73 0.06
J234433.50+165316.48 5.00 18.54 −27.86 20.23 0.03 18.46 0.02 18.52 0.03 15.22 0.04 14.56 0.06
J003125.86+071036.92 5.33 20.21 −26.29 22.46 0.15 20.42 0.04 20.09 0.09 16.70 0.10 15.48 0.12
J011546.27–025312.24 5.07 19.56 −26.86 21.28 0.06 19.88 0.03 19.58 0.07 16.42 0.08 15.87 0.17
J024152.92+043553.46 5.22 19.40 −27.07 21.42 0.08 19.78 0.03 19.55 0.08 16.26 0.06 15.60 0.13
J081248.82+044056.54 5.29 19.77 −26.72 21.85 0.11 20.05 0.04 19.77 0.10 16.31 0.07 15.55 0.14
J132319.69+291755.75 4.92 20.16 −26.22 21.74 0.10 19.74 0.04 19.95 0.11 16.65 0.11 15.61 0.15
J151901.27+042348.60 4.94 19.79 −26.59 21.63 0.06 20.22 0.03 19.83 0.08 16.37 0.06 15.59 0.10
J165951.03+323928.63 5.17 19.80 −26.65 21.82 0.07 20.00 0.02 19.89 0.07 16.42 0.06 15.66 0.10
J215904.97+050745.76 4.71 20.24 −26.06 21.14 0.06 19.74 0.03 19.55 0.08 16.81 0.10 15.95 0.17

Notes. The sources in the first part are from our main sample and those in the second part are from our fainter supplementary sample.

aThis quasar was also independently discovered by SDSS DR12 (I. Pâris et al. 2015, in preparation).

A machine-readable version of the table is available.

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3.2. Spectroscopic Observations

Optical spectroscopic observations to identify these quasar candidates were carried out using several facilities: the Lijiang 2.4 m telescope (LJT) and the Xinglong 2.16 m telescope in China; the Kitt Peak 2.3 m Bok telescope and the 6.5 m MMT telescope in the U.S.; and the 2.3 m ANU telescope in Australia. We have observed 99 candidates from our main sample and 64 (64.6%) of them are high-redshift quasars with a redshift of $4.4\lesssim z\lesssim 5.5$. We also observed 14 fainter candidates from our fainter candidates sample and 8 (57.1%) of them are quasars at $4.7\lt z\lt 5.4$. One of our candidates (J135457.62+314851.4) in our bright main sample was identified to be a low redshift low-ionization broad absorption line quasar (FeLoBAL QSO). However, we can not give the accurate redshift due to strong iron absorptions. The other 40 spectroscopic observed candidates were not quasars and were either identified as cool dwarfs or had relative low S/N and could only be ruled out as quasars. Table 2 lists the observational information of the 72 new identified quasars.

The Lijiang 2.4 m telescope is located at Lijiang Observatory, Yunnan Observatories, Chinese Academy of Sciences (CAS). It is equipped with the Yunnan Faint Object Spectrograph and Camera (YFOSC) which can take spectra followed by photometric images with a very short switching time. We observed 48 candidates by using the YFOSC with a 2k × 4k CCD detector and three different grisms based on the brightness of our candidates. We used Grism 3 (G3) with dispersion of 172 Å mm−1 and wavelength coverage from 3200 to 9200 Å to observe the brightest candidates; Grism 5 (G5) with dispersion of 185 Å mm−1 and wavelength coverage from 5000 to 9800 Å to observe fainter candidates; and Grism 12 (G12) with dispersion of 900 Å mm−1 and wavelength coverage from 5600 to 9900 Å to observe the faintest candidates in our sample. We used a $1\buildrel{\prime\prime}\over{.} 8$ slit for all three grisms. This slit yields a resolution of $R\sim 670$, $R\sim 550$, and $R\sim 160$ for the G3, G5, and G12 grisms, respectively.

We observed 35 candidates using the Red Channel spectrograph (Schmidt et al. 1989) on the MMT 6.5 m telescope. We used the $270\;{\rm{l}}\;{\mathrm{mm}}^{-1}$ grating centered at 7500 Å, providing coverage from 5500 to 9700 Å. We used the $1\buildrel{\prime\prime}\over{.} 0$ or $1\buildrel{\prime\prime}\over{.} 5$ slits based on the seeing, providing resolutions of $R\sim 640$ and $R\sim 430$, respectively.

We observed 16 candidates using the Boller and Chivens Spectrograph (B&C) on Steward Observatory's 2.3 m Bok Telescope at Kitt Peak with the G400 Grating and $2\buildrel{\prime\prime}\over{.} 5$ slit which gave a resolution of $R\sim 450$ and $\sim 3400\;\mathring{\rm A} $ wavelength coverage.

We observed eight candidates using the BAO Faint Object Spectrograph and Camera (BFOSC) on the 2.16 m optical telescope at the Xinglong station of the National Astronomical Observatories, Chinese Academy of Sciences (NAOC). We used the G4 or G10 gratings with dispersion of 198 Å mm−1 and 392 Å mm−1, respectively. The wavelength coverage of these two gratings is 4000–7800 Å and 4300–9000 Å with spectral resolutions of $R\sim 330$ and $R\sim 110$ with a $2\buildrel{\prime\prime}\over{.} 3$ slit, respectively. Note that we also re-observed one of the candidates (J1523+5916) using the MMT.

We also used the Wide Field Spectrograph (WiFeS; Dopita et al. 2007, 2010), an integral-field double-beam image-slicing spectrograph on the ANU 2.3 m Telescope at Siding Spring Observatory, to observe seven of our quasar candidates. They were observed using Grating R3000 on WiFeS which gives a resolution of R = 3000 at wavelengths between $5300$ and 9800 Å.

All spectra taken by the 2.4 m telescope, 2.16 m telescope, 2.3 m Bok telescope, and MMT telescope were reduced using standard IRAF routines. The WiFeS data were reduced using a python based pipeline PyWiFeS (Childress et al. 2014). The flux calibrations of all spectra were obtained from standard star observations on the same night and scaled to SDSS i-band magnitudes for absolute flux calibrations.

Figure 6.
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Figure 6.

Figure 6. Spectra of 72 newly discovered quasars. We smoothed the spectra by different size boxcars for spectra taken by different instruments. The spectra taken by WiFeS were smoothed to $R\sim 200$. The spectra taken by G3 were smoothed to $R\sim 100$. The spectra taken by G5 were smoothed to $R\sim 110$. The MMT/270 gpm spectra were smoothed to $R\sim 130$ and $R\sim 90$ for those using the $1\buildrel{\prime\prime}\over{.} 0$ and $1\buildrel{\prime\prime}\over{.} 5$ slits, respectively. The spectra taken by R400 were smoothed to $R\sim 90$ and the spectra taken by G12 were smoothed to $R\sim 50$. We present the spectra with the nominal flux calibrations obtained from standard star observations and scaled to the SDSS i-band magnitude. The vertical gray lines mark the locations of typical emission lines: in order, $\mathrm{Ly}\alpha $, Si iv, and C iv.

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4. RESULTS

4.1. Discovery of 72 New Quasars at $z\;\sim $ 5

We have spectroscopically observed 99 candidates with z-band magnitudes brighter than 19.5, and 64 (64.6%) of them are quasars with redshifts of $4.4\lesssim z\lesssim 5.5$ and absolute magnitudes of $-29.0\lesssim {M}_{1450}\lesssim -26.4$. We also observed 14 fainter candidates selected with the same selection criteria and identified 8 (57.1%) fainter $z\sim 5$ quasars with $4.7\lt z\lt 5.4$ and absolute magnitude of $-27.1\lesssim {M}_{1450}\lesssim -26.1$. Table 4 lists the redshifts and SDSS + WISE photometry of the 72 newly discovered quasars and Figure 5 shows the optical spectra of these new quasars. The redshifts of these quasars were measured from $\mathrm{Ly}\alpha $, N v, O i/Si ii, C ii, Si iv, and C iv emission lines (any available). We used a visual recognition assistant for quasar spectra software (ASERA; Yuan et al. 2013), which is an interactive semi-automated toolkit allowing the user to visualize observed spectra and measure the redshifts by fitting the observed spectra to the SDSS quasar template (Vanden Berk et al. 2001) and interactively accessing related spectral line information. The redshift error measured based on this method mainly depends on the quality of the observed spectra and line properties. Due to the low resolution and strong absorptions blueward of $\mathrm{Ly}\alpha $, the typical redshift error is about 0.05 for our newly discovered quasars. However, the redshift error could be up to 0.1 for objects with relatively low S/N spectra. Our quasar sample spans a redshift range of $4.40\leqslant z\leqslant 5.53$ and the redshift distribution of these newly identified quasars is shown in the lower panel of Figure 7. As we discussed in Section 2 there is a gap in the previously published quasar redshift distribution at $5.2\lt z\lt 5.7$ with only 33 published quasars at this redshift due to low identification efficiency; 17 of them were identified by the SDSS quasar survey. Among the 72 newly identified quasars, 12 of them are at $5.2\lt z\lt 5.7$, which represents an increase of ∼36% in the number of known quasars in this difficult redshift range.

Figure 7.

Figure 7. Upper panel: the M1450 vs. redshift diagram. The small blue crosses denote SDSS $z\geqslant 4.5$ quasars and the red stars denote our newly discovered quasars. The M1450 are AB magnitudes of quasars at $1450\;\mathring{\rm A} $. Lower panel: the redshift distributions of newly identified quasars and known $z\geqslant 4.5$ quasars. Our method improves the completeness of selecting quasars at $z\gt 5.0$, which is consistent with the prediction from the color-z relation shown in Figure 3. Right panel: the distribution of M1450. Apparently our newly discovered quasars are systematically brighter than SDSS quasars and improved the completeness of luminous $z\sim 5$ quasars in the SDSS footprint.

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Table 4.  Photometry of Four $z\gt 5.7$ Quasars Selected by Our Method

Name Redshift m1450 M1450 i ${\sigma }_{i}$ z ${\sigma }_{z}$ W1 ${\sigma }_{{\text{}}W1}$ W2 ${\sigma }_{{\text{}}W2}$
J010013.02+280225.8a 6.30 ± 0.01 17.51 −29.26 20.84 0.06 18.33 0.03 14.46 0.03 13.64 0.03
J154552.08+602824.0 5.78 ± 0.03 19.26 −27.37 21.27 0.07 19.09 0.05 16.00 0.04 15.16 0.05
J232514.24+262847.6 5.77 ± 0.05 19.64 −26.98 21.62 0.17 19.41 0.10 16.19 0.06 15.41 0.10
J235632.44–062259.2 6.15 ± 0.02 19.89 −26.85 22.55 0.35 19.78 0.11 16.56 0.10 15.70 0.20

Note.

aSee Wu et al. (2015) for details.

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In Table 3 columns m1450 and M1450 list the apparent and absolute AB magnitudes of the continuum at rest-frame $1450\;\mathring{\rm A} $, respectively. They were calculated by fitting a power-law continuum ${f}_{\nu }\sim {\nu }^{{\alpha }_{\nu }}$ to the spectrum of each quasar. As many spectra of our newly discovered quasars do not have enough continuum coverage to reliably measure the slopes of the continua, we assumed that the slope is consistent with the average quasar UV continuum slope ${\alpha }_{\nu }=-0.5$ (Vanden Berk et al. 2001). The power-law continuum was then normalized to match visually identified continuum windows that contain minimal contribution from quasar emission lines and from sky OH lines. Figure 7 shows the absolute magnitude at rest-frame $1450\;\mathring{\rm A} $ and the redshift distribution of our 72 newly discovered quasars and the published SDSS $z\geqslant 4.5$ quasars. The red stars are our newly discovered quasars and the blue crosses denote SDSS quasars. The red and blue dashed lines in Figure 7 denote the mean absolute magnitude of our new quasars (${\bar{M}}_{1450}=-27.2$) and the SDSS quasars (${\bar{M}}_{1450}=-26.4$), respectively. Our newly discovered quasars are systematically brighter than SDSS quasars and improved the completeness of luminous $z\sim 5$ quasars in the SDSS footprint. More importantly, 24 of our newly discovered quasars have ${M}_{1450}\lt -27.5$ and doubled the number of known quasars (26 $z\gt 4.5$ SDSS quasars) in this brightness range in the SDSS footprint. In particular, 22 of our new quasars are at $z\gt 4.7$ with ${M}_{1450}\lt -27.5$ compared with only 13 previously published SDSS quasars in this redshift/luminosity range.

4.2. Notes on Individual Objects

SDSS J013127.34–032100.1 (z = 5.19). The radio loudness defined as the ratio of the rest-frame flux densities in the radio (5 GHz) to optical bands (4400 Å) bands (Kellermann et al. 1989). J0131–0321 is a radio-loud quasar with radio loudness of about 100. J0131–0321 is the most luminous $z\gtrsim 5$ radio-loud quasar known, with a SDSS z-band magnitude of 18.01 ± 0.03 and with ${M}_{1450}=-28.29$. The observational properties of this quasar are discussed in detail in a separate paper (Yi et al. 2014).

SDSS J022112.62–034252.26 (z = 5.02). J0221–0342 was independently discovered by the BOSS quasar survey and published in the DR12 quasar catalog (I. Pâris et al. 2016, in preparation).

SDSS J030642.51+185315.8 (z = 5.36). J0306+1853 is the most luminous $z\gtrsim 5$ quasar known to date, with ${M}_{1450}=-28.92$. A more detailed analysis of this quasar is in Wang et al. (2015).

SDSS J220710.12–041656.28 (z = 5.53). J2207–0416 is the most distant quasar discovered in our $z\sim 5$ main sample. Note that due to the extremely similar optical-to-IR colors of $z\sim 5.5$ quasars and M dwarfs, there are only two known $z\sim 5.5$ quasars published before: RD J030117+002025 at z = 5.50 (Stern et al. 2000) and NDWFS J142729.7+352209 at z = 5.53 (Cool et al. 2006).

5. DISCUSSION

5.1. Comparison with SDSS $z\sim 5$ Quasar Selection

The SDSS quasar surveys provided the largest quasar sample selected based on SDSS $u,\;g,\;r,\;i,\;z$ photometry and have discovered ∼500 quasars at $z\gt 4.5$ (e.g., Schneider et al. 2010; Pâris et al. 2012, 2014). The primary method for selecting $z\gt 4.5$ quasars in the SDSS quasar surveys is based on the $r-i/i-z$ color–color diagram (Fan et al. 1999; Richards et al. 2002). Since the third stage of the SDSS (BOSS) high-redshift quasar survey mainly focused on fainter targets, here we compare our selection only to the first two stages of SDSS high-redshift quasar selection. There are 392 $z\gt 4.5$ quasars in the SDSS DR7 quasar catalog (Schneider et al. 2010). Three hundred and fifty-six of them have counterparts within 2'' in the ALLWISE catalog and 126 (32%) of them satisfy our selection criteria (also including those with z-band magnitudes fainter than 19.5). Figure 8 shows 392 SDSS high-z quasars: red circles denote quasars that satisfy our selection criteria and blue crosses denote quasars that do not satisfy our selection criteria. Clearly quasars that are not selected by our method are mainly objects with $z\lesssim 4.7$ quasars or with fainter magnitudes. As Figure 3 shows, about 60% of quasars at $z\lesssim 4.7$ have W1–W2 $\lt 0.5$ which is the reason why our method is not sensitive to $z\lesssim 4.7$ quasars.

Figure 8.

Figure 8. Redshift vs. z-band magnitude diagram of SDSS DR7 $z\gt 4.5$ quasars. The red circles denote quasars that satisfy our selection method while blue crosses denote quasars that do not satisfy our selection method. The purple line represents z-band magnitudes equal to 19.5.

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All our targets are within the SDSS footprint, therefore we examined the 72 newly discovered quasars against the SDSS high-redshift quasar selection criteria presented in Richards et al. (2002). There are three reasons that they are not in the SDSS quasar catalogs: (1) 38 of them are not in the SDSS DR7 photometry sky coverage and thus not in the SDSS main spectroscopy survey region; (2) 25 new quasars have the quasar target flag set by the latest SDSS target selection pipeline but were not observed either because these candidates are at the edge of SDSS main spectroscopy survey or the fields of these candidates were observed at the early stage of the SDSS (e.g., SDSS EDR and DR1) when a preliminary version of the selection pipeline was used (Richards et al. 2002), and (3) The other nine new quasars were not targeted by SDSS altogether. These nine quasars were rejected by the photometric flags (e.g., BLENDED, INTERP_CENTER, CHILD, and FAMILY). Although the SDSS high-redshift quasar target selection method can recover many of these newly discovered quasars, the efficiency (less than 10%) of the SDSS target selection is much lower than that (∼60%) of our method by combining SDSS and ALLWISE colors. In addition, our method improved both the completeness and efficiency for selecting $z\gtrsim 5.1$ quasars (the region between the purple dashed line and the orange dashed line in Figure 4).

5.2. Efficiency and Completeness of Our Quasar Selection

In our spectroscopic observations ∼60% of our candidates are real high-redshift quasars, which is a relatively high efficiency for selecting high-redshift quasars. Although our optical color cuts are very sensitive to $4.5\lesssim z\lesssim 5.4$ (Figure 4), quasars at $z\lesssim 4.7$ have a bluer W1–W2 color and lead to a lower completeness of our selection method in this redshift range (Figures 3 and 8). At $z\sim 5$, the WISE W1 and W2 bands only cover quasar rest-frame optical emission (shorter than $1\mu $m), which is not significantly polluted by the hot dust (e.g., Leipski et al. 2014). The W1–W2 color changes a lot from redshift 4.5 to 5.5 as the ${\rm{H}}\alpha $ emission line moves from W1 to W2. More than half of the quasars at $z\lesssim 4.7$ have a bluer W1–W2 with W1–W2 $\lt \;0.5$. At this redshift range, the ${\rm{H}}\alpha $ emission line redshifts into the W1 band. Quasars with weaker ${\rm{H}}\alpha $ emission lines or a redder continuum will prefer redder W1–W2 colors and quasars with stronger ${\rm{H}}\alpha $ emission lines or a bluer continuum will show bluer W1–W2 colors. So our W1–W2 cut will bias to quasars with weaker ${\rm{H}}\alpha $ emissions or a redder continuum at $z\lesssim 4.7$. At $z\gtrsim 4.7$ the ${\rm{H}}\alpha $ emission line moves out from W1 band and the W1–W2 colors change to be redder and our W1–W2 cut will not bias to quasars emission line and continuum properties significantly. Overall, our selection method can select luminous quasars at $4.7\lesssim z\lesssim 5.4$ with both high efficiency and relatively high completeness (e.g., Figure 7). Benefiting from this we will be able to study the QLF at $z\sim 5$, especially at the bright end of the QLF, and do detailed statistics on quasar properties based on a complete sample of SDSS–WISE selected $z\sim 5$ quasars in the near future (J. Yang et al. 2016, in preparation). More detailed analysis of the completeness of our quasar sample will be discussed in the QLF paper.

Although ALLWISE has whole-sky coverage, SDSS is limited to only one quarter of the sky. New optical sky surveys are providing coverage of the entire high galactic latitude sky: the PAN-STARRS-1 survey (Kaiser et al. 2002, 2010) has a much larger sky coverage and a slightly deeper depth in red filters than SDSS and it has a y-band filter that covers the $9200\;\mathring{\rm A} \lt \lambda \lt 10500\;\mathring{\rm A} $ range, allowing quasar selection to $z\sim 7$. Combining PAN-STARRS with ALLWISE photometry will provide a much more comprehensive way to find luminous high-redshift quasars. Many other ongoing large-area optical sky surveys including SkyMapper, VST ATLAS, DECaLS, BASS, and DES will enable a complete all-sky survey of luminous high-redshift quasars by combining them with the ALLWISE photometry.

6. OPTICAL SURVEYS PLUS WISE FOR FINDING LUMINOUS z ≳ 5.7 QUASARS

As Figure 3 shows, quasars at $4.7\lesssim z\lesssim 7$ have relatively redder W1–W2 colors which are useful for rejecting late-type star contamination. Figure 9 shows the known $z\gt 5.0$ quasars (Table 1 and references therein) and M, L, and T dwarfs (Kirkpatrick et al. 2011) on the $z-$W1/W1–W2 color–color diagram. The cyan cycles denote $5.0\lt z\lt 5.5$ quasars, the blue triangles represent $5.5\lt z\lt 6.5$ quasars, and the orange stars represent $z\gt 6.5$ quasars. Clearly the optical plus WISE photometric selection method can separate quasars from contaminants at redshifts up to $z\lesssim 6.4$, the upper redshift limit of optical surveys. However, the L and T dwarfs begin to overlap with $z\gtrsim 6.5$ quasars in this color–color diagram which is a limit for finding quasars at this redshift range. It could be improved by combining near-infrared photometry (e.g., Y-band and J-band) as L and T dwarfs have redder Y − J colors than that of $z\gtrsim 6.5$ quasars (Venemans et al. 2013). Actually, Carnall et al. (2015) have used a similar method ($z-$W2/W1–W2) to search for $z\gt 5.7$ quasars in the VST ATLAS survey and have identified two new $z\gt 6$ luminous quasars in the ATLAS survey area.

Figure 9.

Figure 9.  $z-$W1 vs. W1–W2 color–color diagram. The green solid line represents the color-z relation predicted using quasar composite spectra. The green solid squares mark the color tracks for quasars from z = 5.0 to z = 7.0 in steps of ${\rm{\Delta }}z=0.5$. The cyan circles denote $5\leqslant z\lt 5.5$ quasars, the blue triangles denote $5.5\leqslant z\lt 6.5$ quasars, and the orange stars denote $z\geqslant 6.5$ quasars. The red stars represent our four newly discovered z ≳ 5.7 quasars. The black crosses, open triangles, and open squares are M, L, and T dwarfs, respectively, from Kirkpatrick et al. (2011).

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Motivated by the high detection rate of luminous high-redshift quasars as described in Section 2 (e.g., ${M}_{1450}\lesssim -26.5$ at $z\lesssim 6$ and ${M}_{1450}\lesssim -27.0$ at $z\lesssim 7$), we also search for luminous z ≳ 5.7 quasars by combining the i-dropout technique (e.g., Fan et al. 2001b; Willott et al. 2007; Jiang et al. 2008; Bañados et al. 2014) and $z-$W1/W1–W2 colors mentioned above. This method can be used to reject superposed objects without any photometric followup observations and can reject the majority of contaminants (mainly L and T dwarfs). We selected about 20 i-dropouts with ${z}_{{AB}}\lt 19.8$ in the SDSS area. Before doing spectroscopy we visually compared the spectra energy distribution (SED) of these candidates with type 1 quasar composite SED (Richards et al. 2006) to rank the priority.

We have observed four candidates with the highest priority and have identified four z ≳ 5.7 quasars: J010013.02+280225.8 at $z=6.30\pm 0.01$ (Wu et al. 2015), J235632.44–062259.2 at $z=6.15\pm 0.02$, J154552.08+602824.0 at $z=5.78\pm 0.03$, and J232514.24+262847.6 at $z=5.77\pm 0.05$. Table 4 lists the photometric and redshift information for these four quasars and Figure 10 shows their optical spectra. The spectrum of J0100+2802 was obtained with LBT/MODS spectrograph (Pogge et al. 2010) and the redshift determined from Mg ii emission line in the near-IR spectrum (Wu et al. 2015). J0100+2802 is the most luminous $z\gt 6$ quasar ever known and hosts a 12 billion solar black hole in its center (Wu et al. 2015). We observed J1545+6028 with the G5 grating on the LJT 2.4 m telescope with a 3600-s exposure on 2014 April 5. This quasar was not targeted by SDSS main z ∼ 6 quasar survey as its $i-z=2.18$ does not satisfy their i − z cut (Fan et al. 2001a). The spectrum of J2325+2628 was obtained with MMT Red Channel on 2015 May 9. We used the 27 gpm grating centered at $8500\;\mathring{\rm A} $ and a $1\buildrel{\prime\prime}\over{.} 0$ slit. The MMT spectrum shows that J2325+2628 is a weak-line emission quasar (WLQ) and with the current S/N there are no clear emission lines. The redshift of J2325+2628 was estimated by fitting the continuum to the composite spectra (Vanden Berk et al. 2001). Although this quasar has SDSS photometry data and satisfy SDSS z ≳ 5.7 selection criteria, it does not fall in the SDSS z ≳ 5.7 quasar survey region. We observed J2356–0622 with ANU WiFeS with a 30-minute exposure on 2015 May 15. However, the target was only marginally detected due to the cloudy weather and it was hard to confirm that it is a high-redshift quasar. A further one-hour exposure was obtained with WiFeS on 20 July, which confirmed J2356–0622 as a quasar at z = 6.15. J2356–0622 is the faintest $z\gt 5.7$ quasar in our sample with ${M}_{1450}=-26.85$. This quasar has a bad SDSS photometry flag (maybe a cosmic ray) and was not selected by SDSS. The redshifts of J1545+6028 and J2356–0622 were determined by using ASERA to visually fit the $\mathrm{Ly}\alpha $, N v emission lines, and the position of $\mathrm{Ly}\alpha $ drop.

Figure 10.

Figure 10. Optical spectra of four z ≳ 5.7 quasars discovered by using the method described in Section 6. J0100+2802 is the most luminous quasar at $z\gt 5$ known to date and has been reported in Wu et al. (2015).

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Although we have identified four z ∼ 6 quasars with our method, we still cannot give an accurate success rate for finding z ≳ 5.7 quasars as we only observed very few candidates with highest priority. We are still working on the spectroscopy observations and will also extend our method to the ongoing DECam legacy survey (DECaLS) and the unblurred coadds of the WISE Imaging (unWISE; Lang 2014) to find fainter z ≳ 5.7 quasars.

7. SUMMARY

The SDSS spectroscopic surveys have discovered the majority of quasars known to date. However, they have a lower degree of completeness at high redshift (e.g., $z\gtrsim 4.5$). Even with additional efforts aimed at finding high-redshift quasars by using SDSS and other photometric data (e.g., Fan et al. 1999, 2000b; Willott et al. 2007; Jiang et al. 2008; Mortlock et al. 2011; McGreer et al. 2013; Venemans et al. 2013), there is an obvious gap for quasars at $5.2\lt z\lt 5.7$. Up to now about 300,000 quasars have been spectroscopically identified, but only ∼700 quasars at $z\geqslant 4.5$, ∼ 30 quasars at $5.2\lt z\lt 5.7$ and ∼90 quasars at $z\geqslant 5.7$.

ALLWISE has a high detection rate of known high-redshift quasars, especially in the two bluest WISE bands. The W1–W2 color can be used to reject late-type stars efficiently. We have developed a new method by combining optical and WISE colors that yields a much higher selection efficiency for finding luminous high-redshift quasars than by using only optical colors. We have assembled a sample of $z\sim 5.0$ quasar candidates using SDSS and ALLWISE photometric data and have spectroscopically identified 72 new $z\sim 5.0$ quasars, with 12 quasars at $z\geqslant 5.2$, allowing us to begin filling the gap at $5.2\lt z\lt 5.7$. Our current spectroscopic observations have led to an increase of ∼36% of quasars at $5.2\lt z\lt 5.7$. However, this gap is still far from being filled as our method only focus on quasars at $z\lesssim 5.4$.  A lot of work still needs to be done to find more quasars at this redshift range. Our new quasar sample is about 0.8 mag brighter than SDSS $z\sim 5$ quasars and is expected to set strong constraints on the bright end of the $z\sim 5$ QLF (J. Yang et al. 2016, in preparation; Paper II), the massive end of the BHMF with future near-IR spectroscopy (Paper III), and the high-redshift IGM through future high-resolution quasar absorption spectra. Moreover, our method can also be used to find quasars with redshifts up to $z\lesssim 6.4$ and we have identified four quasars with redshifts beyond 5.7.

F. W. and X-B. W. thank the support from the NSFC grants No.11373008 and 11533001, the Strategic Priority Research Program "The Emergence of Cosmological Structures" of the Chinese Academy of Sciences, grant No. XDB09000000, and the National Key Basic Research Program of China 2014CB845700. F. W. thanks the financial support from the program of China Scholarships Council No. 201406010031 during his visit to the University of Arizona. X. F. and I. D. M. thank the support from the US NSF grant AST 11-07682. This research uses data obtained through the Telescope Access Program (TAP), which has been funded by the Strategic Priority Research Program "The Emergence of Cosmological Structures" (grant No. XDB09000000), National Astronomical Observatories, Chinese Academy of Sciences, and the Special Fund for Astronomy from the Ministry of Finance. We acknowledge the support of the staff of the Lijiang 2.4 m telescope. Funding for the telescope has been provided by CAS and the People's Government of Yunnan Province. We acknowledge the use of the MMT Observatory, a joint facility of the Smithsonian Institution and the University of Arizona. We acknowledge the use of the Bok telescope and ANU 2.3 m telescope. We acknowledge the use of Xinglong 2.16 m telescope. This work was partially supported by the Open Project Program of the Key Laboratory of Optical Astronomy, National Astronomical Observatories, Chinese Academy of Sciences.

We acknowledge the use of SDSS photometric data. Funding for SDSS-III has been provided by the Alfred P. Sloan Foundation, the Participating Institutions of the SDSS, the National Science Foundation, and the U.S. Department of Energy Office of Science. The SDSS-III Web site is http://www.sdss3.org/. SDSS-III is managed by the Astrophysical Research Consortium for the Participating Institutions of the SDSS-III Collaboration including the University of Arizona, the Brazilian Participation Group, Brookhaven National Laboratory, the University of Cambridge, Carnegie Mellon University, the University of Florida, the French Participation Group, the German Participation Group, Harvard University, the Instituto de Astrofisica de Canarias, the Michigan State/Notre Dame/JINA Participation Group, Johns Hopkins University, the Lawrence Berkeley National Laboratory, the Max Planck Institute for Astrophysics, the Max Planck Institute for Extraterrestrial Physics, New Mexico State University, New York University, Ohio State University, the Pennsylvania State University, the University of Portsmouth, Princeton University, the Spanish Participation Group, the University of Tokyo, the University of Utah, Vanderbilt University, the University of Virginia, the University of Washington, and Yale University. This publication makes use of data products from the Wide-field Infrared Survey Explorer, which is a joint project of the University of California, Los Angeles, and the Jet Propulsion Laboratory/California Institute of Technology as well as NEOWISE, which is a project of the Jet Propulsion Laboratory/California Institute of Technology. WISE and NEOWISE are funded by the National Aeronautics and Space Administration.

Facilities: Sloan (SDSS) - , WISE - Wide-field Infrared Survey Explorer, 2.4 m/YNAO (YFOSC) - , MMT (Red Channel spectrograph) - , 2.16 m/NAOC (BFOSC) - , 2.3 m/ANU (WiFeS) - .

Footnotes

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10.3847/0004-637X/819/1/24