activity
20022009
most citedOn Universal Halos and the Radial Orbit Instability

66 citations · 139 across the 6 of their papers we have counts for

collaborators

6 papers

astro-ph.GA2009★ 12 cited

Black Holes and Galactic Density Cusps : From Black Hole to Bulge

Morgan Le Delliou, Richard N. Henriksen, Joseph D. Macmillan

Aims. In this paper we continue our study of density cusps that may contain central black holes. Methods. We recall our attempts to use distribution functions with a memory of self…

astro-ph.GA2009★ 6 cited

Black Holes and Galactic Density Cusps Spherically Symmetric Anisotropic Cusps

Morgan Le Delliou, Richard N. Henriksen, Joseph D. Macmillan

Aims: In this paper we study density cusps that may contain central black holes. The actual co-eval self-similar growth would not distinguish between the central object and the sur…

astro-ph.GA2009★ 9 cited

Black holes and Galactic density cusps -- I. Radial orbit cusps and bulges

Morgan Le Delliou, Richard N. Henriksen, Joseph D. Macmillan

In this paper, we study the distribution functions that arise naturally during self-similar radial infall of collisionless matter. Such matter may be thought of either as stars or…

astro-ph2006★ 66 cited

On Universal Halos and the Radial Orbit Instability

Joseph D. MacMillan, Lawrence M. Widrow, Richard N. Henriksen

The radial orbit instability drives dark matter halos toward a universal structure. This conclusion, first noted by Huss, Jain, and Steinmetz, is explored in detail through a serie…

astro-ph2002

Dynamical Black Hole Growth and the M_{BH}-σRelation

Joseph D. MacMillan, Richard N. Henriksen

This poster discusses a possible explanation for the relationship between the mass of the central supermassive black hole and the velocity dispersion in the bulge of the host galax…

astro-ph2002★ 46 cited

Black Hole Growth in Dark Matter and the M_{bh} - σRelation

Joseph D. MacMillan, Richard N. Henriksen

In this article we consider the growth of seed black holes immersed in dark matter halos. We first investigate the adiabatic growth in various initial distribution functions (isoth…