A method to derive self-consistent NLTE astrophysical parameters for 4 million high-resolution 4MOST stellar spectra in half a day with invertible neural networks
Victor F. Ksoll, Nicholas Storm, Maria Bergemann, Katherine Lee, Ralf S. Klessen, R. Albarrac\'in, Guillaume Guiglion, and Gra\v{z}ina Tautvai\v{s}ien\.e

TL;DR
This paper presents a deep learning method using invertible neural networks to efficiently derive stellar parameters and chemical abundances from high-resolution spectra, capable of processing 4 million spectra in under a day.
Contribution
The authors introduce a novel NLTE-aware cINN approach that predicts stellar parameters with uncertainty estimates, significantly speeding up analysis of large spectroscopic datasets.
Findings
cINN recovers stellar parameters with low average errors
Method is validated on synthetic and observed spectra
Capable of processing 4 million spectra in less than a day
Abstract
Modern spectroscopic surveys obtain spectra for millions of stars. However, classical spectroscopic methods can often be computationally expensive, rendering them impractical for the analysis of large datasets. We introduce a novel simulation-based deep-learning approach for the efficient analysis of high-resolution stellar spectra to be obtained with the upcoming high-resolution 4MOST spectrograph. We used a suite of synthetic non-local thermodynamic equilibrium (NLTE) spectra generated with Turbospectrum to mimic 4MOST observations and trained a conditional invertible neural network (cINN) for the purpose of predicting self-consistently stellar surface parameters and chemical abundances. The cINN is a neural network architecture that estimates full posterior distributions for the target stellar properties, providing an intrinsic uncertainty estimate. We evaluated the predictive…
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