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📄 Abstract
Abstract: The Vera C. Rubin Observatory Legacy Survey of Space and Time (LSST) will
commence full-scale operations in 2026, yielding an unprecedented volume of
astronomical images. Constructing an astronomical catalog, a table of imaged
stars, galaxies, and their properties, is a fundamental step in most scientific
workflows based on astronomical image data. Traditional deterministic
cataloging methods lack statistical coherence as cataloging is an ill-posed
problem, while existing probabilistic approaches suffer from computational
inefficiency, inaccuracy, or the inability to perform inference with multiband
coadded images, the primary output format for LSST images. In this article, we
explore a recently developed Bayesian inference method called neural posterior
estimation (NPE) as an approach to cataloging. NPE leverages deep learning to
achieve both computational efficiency and high accuracy. When evaluated on the
DC2 Simulated Sky Survey -- a highly realistic synthetic dataset designed to
mimic LSST data -- NPE systematically outperforms the standard LSST pipeline in
light source detection, flux measurement, star/galaxy classification, and
galaxy shape measurement. Additionally, NPE provides well-calibrated posterior
approximations. These promising results, obtained using simulated data,
illustrate the potential of NPE in the absence of model misspecification.
Although some degree of model misspecification is inevitable in the application
of NPE to real LSST images, there are a variety of strategies to mitigate its
effects.
Authors (4)
Yicun Duan
Xinyue Li
Camille Avestruz
Jeffrey Regier
Submitted
October 17, 2025
arXiv Category
astro-ph.IM
Key Contributions
This paper explores Neural Posterior Estimation (NPE) for astronomical cataloging, addressing limitations of traditional methods. NPE offers computational efficiency and high accuracy for multiband coadded images, crucial for large-scale surveys like LSST.
Business Value
Enables more efficient and accurate scientific discovery from massive astronomical datasets, potentially leading to breakthroughs in understanding the universe.