BANYAN. XI. The BANYAN $\Sigma$ multivariate Bayesian algorithm to identify members of young associations within 150 pc
Jonathan Gagn\'e, Eric E. Mamajek, Lison Malo, Adric Riedel, David, Rodriguez, David Lafreni\`ere, Jacqueline K. Faherty, Olivier Roy-Loubier,, Laurent Pueyo, Annie C. Robin, Ren\'e Doyon

TL;DR
BANYAN Σ is a Bayesian algorithm that accurately identifies members of young stellar associations within 150 pc, utilizing multivariate Gaussian models and efficient Bayesian marginalization, outperforming previous tools in classification performance.
Contribution
It introduces BANYAN Σ, a novel multivariate Bayesian classification tool that includes multiple young associations and improves speed and accuracy over prior methods.
Findings
Achieves better classification performance than existing tools.
Includes 27 young associations with ages 1-800 Myr.
Demonstrates effectiveness with Gaia-DR1 data.
Abstract
BANYAN is a new Bayesian algorithm to identify members of young stellar associations within 150 pc of the Sun. It includes 27 young associations with ages in the range ~1-800 Myr, modelled with multivariate Gaussians in 6-dimensional XYZUVW space. It is the first such multi-association classification tool to include the nearest sub-groups of the Sco-Cen OB star-forming region, the IC 2602, IC 2391, Pleiades and Platais 8 clusters, and the Ophiuchi, Corona Australis, and Taurus star-formation regions. A model of field stars is built from a mixture of multivariate Gaussians based on the Besan\c{c}on Galactic model. The algorithm can derive membership probabilities for objects with only sky coordinates and proper motion, but can also include parallax and radial velocity measurements, as well as spectrophotometric distance constraints from sequences in color-magnitude or…
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.
