J-PAS: A Neural Network Approach to Single Stellar Population Characterization

TL;DR

This paper demonstrates that neural networks trained on synthetic J-PAS photometry can accurately predict stellar population parameters like age, metallicity, and dust attenuation, outperforming traditional Bayesian SED-fitting methods especially at higher magnitudes.

Contribution

The study introduces a neural network approach trained on multiple SSP libraries to robustly estimate stellar parameters from J-PAS photometry, reducing model dependency and degeneracies.

Findings

Neural network predictions have median bias near zero for age, metallicity, and dust.

Achieves accurate parameter estimation up to magnitude 20 with high S/N.

Outperforms Bayesian SED-fitting in accuracy and robustness.

Abstract

J-PAS (Javalambre Physics of the Accelerating Universe Astrophysical Survey) will present a groundbreaking photometric survey covering 8500 deg$^2$ of the visible sky from Javalambre, capturing data in 56 narrow band filters. This survey promises to revolutionize galaxy evolution studies by observing $\sim$10$^8$ galaxies with low spectral resolution. A crucial aspect of this analysis involves predicting stellar population parameters from the observed galaxy photometry. In this study, we combine the exquisite J-PAS photometry with state-of-the-art single stellar population (SSP) libraries to accurately predict stellar age, metallicity, and dust attenuation with a neural network (NN) model. The NN is trained on synthetic J-PAS photometry from different SSP librares (E-MILES, Charlot & Bruzual, XSL), to enhance the robustness of our predictions against individual SSP model variations and limitations. To create mock samples with varying observed magnitudes we add artificial noise in the form of random Gaussian variations within typical observational uncertainties in each band. Our results indicate that the NN can accurately estimate stellar parameters for SSP models without evident degeneracies, surpassing a bayesian SED-fitting method on the same test set. We obtain median bias, scatter and percentage of outliers $\mu$ = (0.01 dex, 0.00 dex, 0.00 mag), $\sigma_{NMAD}$ = (0.23 dex, 0.29 dex, 0.04 mag), f$_{o}$ = (17 %, 24 %, 1 %) at $ i \sim$17 mag for age, metallicity and dust attenuation, respectively. The accuracy of the predictions is highly dependent on the signal-to-noise (S/N) ratio of the photometry, achieving robust predictions up to $i$ $\sim$ 20 mag.