2022
DOI: 10.48550/arxiv.2205.01129
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Measuring Galactic Dark Matter through Unsupervised Machine Learning

Abstract: Measuring the density profile of dark matter in the Solar neighborhood has important implications for both dark matter theory and experiment. In this work, we apply autoregressive flows to stars from a realistic simulation of a Milky Way-type galaxy to learn -in an unsupervised way -the stellar phase space density and its derivatives. With these as inputs, and under the assumption of dynamic equilibrium, the gravitational acceleration field and mass density can be calculated directly from the Boltzmann Equatio… Show more

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Cited by 2 publications
(2 citation statements)
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“…The most significant difference between these two approaches, in our view, is that by solving for the potential field, ( ) F x , one can place a positivity constraint on the underlying matter density (∇ 2 Φ 0) and can penalize overly complicated potentials (e.g., through L 2 weight regularization). In the final stages of the preparation of the present manuscript, Buckley et al (2022) published a related technique, which derives accelerations using a similar method to An et al (2021) and then calculates densities using Gauss' theorem.…”
Section: Discussionmentioning
confidence: 99%
“…The most significant difference between these two approaches, in our view, is that by solving for the potential field, ( ) F x , one can place a positivity constraint on the underlying matter density (∇ 2 Φ 0) and can penalize overly complicated potentials (e.g., through L 2 weight regularization). In the final stages of the preparation of the present manuscript, Buckley et al (2022) published a related technique, which derives accelerations using a similar method to An et al (2021) and then calculates densities using Gauss' theorem.…”
Section: Discussionmentioning
confidence: 99%
“…The most significant difference between these two approaches, in our view, is that by solving for the potential field Φ ( x), one can place a positivity constraint on the underlying matter density (∇ 2 Φ ≥ 0) and can penalize overly complicated potentials (e.g., through L 2 weight regularization). In the final stages of the preparation of the present manuscript, Buckley et al (2022) published a related technique, which derives accelerations using a similar method to An et al ( 2021), and then calculates densities using Gauss' theorem.…”
Section: Discussionmentioning
confidence: 99%