HOLISMOKES -- IX. Neural network inference of strong-lens parameters and uncertainties from ground-based images
S. Schuldt, R. Ca\~nameras, Y. Shu, S. H. Suyu, S. Taubenberger, T., Meinhardt, L. Leal-Taix\'e

TL;DR
This paper introduces a residual neural network that rapidly predicts strong lens parameters and uncertainties from ground-based images, enabling efficient analysis of large lens datasets in astrophysics.
Contribution
We develop a ResNet model that estimates strong lens parameters and their uncertainties from ground-based images, improving speed and automation over traditional methods.
Findings
High accuracy in recovering SIE parameters
Effective uncertainty estimation for each parameter
Fast processing time suitable for large surveys
Abstract
Modeling of strong gravitational lenses is a necessity for further applications in astrophysics and cosmology. Especially with the large number of detections in current and upcoming surveys such as the Rubin Legacy Survey of Space and Time (LSST), it is timely to investigate in automated and fast analysis techniques beyond the traditional and time consuming Markov chain Monte Carlo sampling methods. Building upon our convolutional neural network (CNN) presented in Schuldt et al. (2021b), we present here another CNN, specifically a residual neural network (ResNet), that predicts the five mass parameters of a Singular Isothermal Ellipsoid (SIE) profile (lens center and , ellipticity and , Einstein radius ) and the external shear (, ) from ground-based imaging data. In contrast to our CNN, this ResNet further predicts a 1…
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Taxonomy
TopicsCalibration and Measurement Techniques · Statistical and numerical algorithms · Adaptive optics and wavefront sensing
