2002
DOI: 10.1086/324543
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Dynamically Close Galaxy Pairs and Merger Rate Evolution in the CNOC2 Redshift Survey

Abstract: We investigate redshift evolution in the galaxy merger and accretion rates, using a well-defined sample of 4184 galaxies with 0.12 ≤ z ≤ 0.55 and R C ≤ 21.5. We identify 88 galaxies in close (5 ≤ r p ≤ 20 h −1 kpc) dynamical (∆v ≤ 500 km/s) pairs. These galaxies are used to compute global pair statistics, after accounting for selection effects resulting from the flux limit, k-corrections, luminosity evolution, and spectroscopic incompleteness. We find that the number of companions per galaxy (for −21 ≤ M k,e B… Show more

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Cited by 240 publications
(346 citation statements)
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“…Following Patton et al (2000Patton et al ( , 2002 and our previous work, the number of close companions per galaxy is:…”
Section: Dataset and Methodologymentioning
confidence: 99%
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“…Following Patton et al (2000Patton et al ( , 2002 and our previous work, the number of close companions per galaxy is:…”
Section: Dataset and Methodologymentioning
confidence: 99%
“…The second weight is for galaxies close (within 500 km s −1 ) to the redshift limits of each volume-limited box, and accounts for possible companions missed because they lie just beyond these boundaries. As in Patton et al (2000Patton et al ( , 2002) the value of this weight is set at 2. Similar weights need to be applied to the primary sample as well, to account for missed primaries in the same manner (recall that both primary and secondary samples are the same):…”
Section: Dataset and Methodologymentioning
confidence: 99%
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“…The 30 kpc separation employed is motivated by work which shows that star formation and AGN activity can be efficiently triggered when the separation between interacting galaxies is within 30 kpc (see e.g. Patton et al 2002;Scudder et al 2012;Scott & Kaviraj 2014). To quantify the role of merging in triggering our radio AGN, we perform an identical exercise (visual inspection + neighbours analysis) on our control sample of ETGs.…”
Section: T R I G G E R I N G O F L O C a L Ag Nmentioning
confidence: 99%
“…w θ is an angular incompleteness weight (see Patton et al 2000Patton et al , 2002 which we define as…”
Section: The Asymmetries Of Non-interacting Projected Pairsmentioning
confidence: 99%