Estimation of distances to stars with stellar parameters from LAMOST
Jeffrey L. Carlin, Chao Liu, Heidi Jo Newberg, Timothy C. Beers, Li, Chen, Licai Deng, Puragra Guhathakurta, Jinliang Hou, Yonghui Hou, Sebastien, Lepine, Guangwei Li, A-Li Luo, Martin C. Smith, Yue Wu, Ming Yang, Brian, Yanny, Haotong Zhang, Zheng Zheng

TL;DR
This paper introduces a Bayesian method to estimate stellar distances using LAMOST spectroscopic data, accounting for population biases and achieving ~20% accuracy with potential improvements.
Contribution
The authors develop a novel Bayesian approach tailored for LAMOST data that accurately estimates stellar distances without relying on biased population models.
Findings
Distances are recovered within ~20% accuracy for most stars.
Systematic overestimation of distances to halo giants identified.
Current LAMOST data allows ~40% distance measurement errors.
Abstract
We present a method to estimate distances to stars with spectroscopically derived stellar parameters. The technique is a Bayesian approach with likelihood estimated via comparison of measured parameters to a grid of stellar isochrones, and returns a posterior probability density function for each star's absolute magnitude. This technique is tailored specifically to data from the Large Sky Area Multi-object Fiber Spectroscopic Telescope (LAMOST) survey. Because LAMOST obtains roughly 3000 stellar spectra simultaneously within each ~5-degree diameter "plate" that is observed, we can use the stellar parameters of the observed stars to account for the stellar luminosity function and target selection effects. This removes biasing assumptions about the underlying populations, both due to predictions of the luminosity function from stellar evolution modeling, and from Galactic models of…
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