Insights on the Formation, Evolution, and Activity of Massive Galaxies From Ultra-Compact and Disky Galaxies at z=2-3
T. Weinzirl, S. Jogee, C. J. Conselice, C. Papovich, R. R. Chary, A., F. L. Bluck, R. Gruetzbauch, F. Buitrago, B. Mobasher, R. A. Lucas, M., Dickinson, A. E. Bauer

TL;DR
This study analyzes the structure and activity of massive galaxies at redshifts 1-3, revealing high fractions of ultra-compact and disky galaxies at z=2-3, and discusses their evolution into present-day massive ellipticals through mergers.
Contribution
It provides the first large, diverse sample analysis showing the prevalence of ultra-compact and disky structures in massive galaxies at z=2-3 and links these features to galaxy formation processes.
Findings
40% of massive galaxies at z=2-3 are ultra-compact.
65% of galaxies at z=2-3 have low Sersic index n<=2.
85% of non-AGN galaxies with high SFR have n<=2.
Abstract
We present our results on the structure and activity of massive galaxies at z=1-3 using one of the largest (166 with M_star>=5e10 M_sun) and most diverse samples of massive galaxies derived from the GOODS-NICMOS survey: (1) Sersic fits to deep NIC3/F160W images indicate that the rest-frame optical structures of massive galaxies are very different at z=2-3 compared to z~0. Approximately 40% of massive galaxies are ultra-compact (r_e<=2 kpc), compared to less than 1% at z~0. Furthermore, most (~65%) systems at z=2-3 have a low Sersic index n<=2, compared to ~13% at z~0. We present evidence that the n<=2 systems at z=2-3 likely contain prominent disks, unlike most massive z~0 systems. (2) There is a correlation between structure and star formation rates (SFR). The majority (~85%) of non-AGN massive galaxies at z=2-3, with SFR high enough to yield a 5 sigma (30 micro Jy) 24 micron Spitzer…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
