The Circular Velocity Function of Group Galaxies
Louis E. Abramson (1,2), Rik J. Williams (2), Andrew J. Benson (2),, Juna A. Kollmeier (2), John S. Mulchaey (2) ((1) UChicago/KICP, (2) Carnegie, Observatories)

TL;DR
This study constructs the galaxy circular velocity function (CVF) for groups from SDSS data, finding it generally Schechter-like and influenced by galaxy type, providing insights into environmental effects on galaxy dynamics and informing cosmological models.
Contribution
It presents the first comprehensive CVF for a large, complete sample of group galaxies, revealing the impact of galaxy type and environment on the CVF shape and its agreement with $ m ext{Lambda}$CDM predictions.
Findings
Group CVFs are Schechter-like, similar to the field.
Late-type galaxy CVFs align with $ m ext{Lambda}$CDM predictions.
Environmental effects on CVF are linked to galaxy type fractions.
Abstract
A robust prediction of cosmology is the halo circular velocity function (CVF), a dynamical cousin of the halo mass function. The correspondence between theoretical and observed CVFs is uncertain, however: cluster galaxies are reported to exhibit a power-law CVF consistent with -body simulations, but that of the field is distinctly Schechter-like, flattened relative to expectations at circular velocities . Groups offer a powerful probe of the role environment plays in this discrepancy as they bridge the field and clusters. Here, we construct the CVF for a large, mass- and multiplicity-complete sample of group galaxies from the Sloan Digital Sky Survey. Using independent photometric estimators, we find no transition from a field- to -shaped CVF above as a…
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