A Local Baseline of the Black Hole Mass Scaling Relations for Active Galaxies. III. The BH mass - $\sigma$ relation
Vardha N. Bennert, Tommaso Treu, Matthew W. Auger, Maren Cosens,, Daeseong Park, Rebecca Rosen, Chelsea E. Harris, Matthew A. Malkan, Jong-Hak, Woo

TL;DR
This study establishes a baseline MBH-sigma relation for local active galaxies, showing consistency with quiescent galaxies and emphasizing the importance of measurement definitions.
Contribution
It provides a new, self-consistent analysis of the MBH-sigma relation for Seyfert-1 galaxies using SDSS and Keck data, including pseudo bulges and various galaxy types.
Findings
MBH-sigma relation has similar intercept and scatter as in quiescent galaxies.
Sigma can vary by up to 40% depending on definition used.
Barred, merging, and pseudo bulge galaxies do not deviate significantly from the relation.
Abstract
We create a baseline of the black hole (BH) mass (MBH) - stellar-velocity dispersion (sigma) relation for active galaxies, using a sample of 66 local (0.02<z<0.09) Seyfert-1 galaxies, selected from the Sloan Digital Sky Survey (SDSS). Analysis of SDSS images yields AGN luminosities free of host-galaxy contamination and morphological classification. 51/66 galaxies have spiral morphology. 28 bulges have Sersic index n<2 and are considered candidate pseudo bulges, with eight being definite pseudo bulges based on multiple classification criteria met. Only 4/66 galaxies show sign of interaction/merging. High signal-to-noise ratio Keck spectra provide the width of the broad Hbeta emission line free of FeII emission and stellar absorption. AGN luminosity and Hbeta line widths are used to estimate MBH. The Keck-based spatially-resolved kinematics is used to determine stellar-velocity dispersion…
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.
