Bailing Out the Milky Way: Variation in the Properties of Massive Dwarfs Among Galaxy-Sized Systems
Chris W. Purcell, Andrew R. Zentner

TL;DR
This paper demonstrates that the observed discrepancy in the densities of Milky Way dwarf satellites can be explained by natural variation in subhalo properties among different galaxy-sized halos, aligning observations with standard CDM model predictions.
Contribution
It introduces an analytic approach showing that variation in subhalo properties among host halos accounts for the 'too big to fail' problem, supporting the standard structure formation model.
Findings
Significant variation exists in subhalo properties among host halos.
Approximately 10% of Milky Way-sized halos do not exhibit the 'too big to fail' problem.
Analytic models align with results from Via Lactea II and Aquarius simulations.
Abstract
Recent kinematical constraints on the internal densities of the Milky Way's dwarf satellites have revealed a discrepancy with the subhalo populations of simulated Galaxy-scale halos in the standard CDM model of hierarchical structure formation. This has been dubbed the "too big to fail" problem, with reference to the improbability of large and invisible companions existing in the Galactic environment. In this paper, we argue that both the Milky Way observations and simulated subhalos are consistent with the predictions of the standard model for structure formation. Specifically, we show that there is significant variation in the properties of subhalos among distinct host halos of fixed mass and suggest that this can reasonably account for the deficit of dense satellites in the Milky Way. We exploit well-tested analytic techniques to predict the properties in a large sample of distinct…
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.
