The evolution of compact massive quiescent and starforming galaxies derived from the $R_e-R_h$ and $M_{\rm star}-M_h$ relations
L. Zanisi, F. Shankar, H. Fu, A. Rodriguez-Puebla, V. Avila-Reese, A., Faisst, E. Daddi, L. Boco, A. Lapi, M. Giavalisco, P. Saracco, F. Buitrago,, M. Huertas-Company, A. Puglisi, A. Dekel

TL;DR
This study develops a theoretical framework to understand the size evolution of massive galaxies, distinguishing between effects of individual growth and progenitor bias, and highlights the importance of the stellar mass-halo mass relation's scatter.
Contribution
It introduces a data-driven model linking galaxy sizes to dark matter halo properties, providing insights into the mechanisms driving galaxy size evolution over cosmic time.
Findings
Size growth is reproduced regardless of the SMHM relation shape.
Number of compact galaxies peaks around redshift 2 and declines afterward.
Constant scatter in SMHM suggests rapid transition from starforming to quiescent galaxies.
Abstract
The mean size ( effective radius ) of Massive Galaxies (MGs, ) is observed to increase steadily with cosmic time. It is still unclear whether this trend originates from the size growth of individual galaxies (via, e.g., mergers and/or AGN feedback) or from the inclusion of larger galaxies entering the selection at later epochs (progenitor bias). We here build a data-driven, flexible theoretical framework to probe the structural evolution of MGs. We assign galaxies to dark matter haloes via stellar mass-halo mass (SMHM) relations with varying high-mass slopes and scatters in stellar mass at fixed halo mass, and assign sizes to galaxies using an empirically-motivated, constant and linear relationship between and the host dark matter halo radius . We find that: 1) the fast mean size growth of MGs is well reproduced…
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