Radio Galaxy Shape Measurement with Hamiltonian Monte Carlo in the Visibility Domain
M. Rivi, M. Lochner, S.T. Balan, I. Harrison, F.B. Abdalla

TL;DR
This paper introduces a Bayesian Hamiltonian Monte Carlo method for directly measuring galaxy shapes from radio visibility data, achieving high accuracy and efficiency for large surveys like SKA1-MID.
Contribution
It extends Bayesian inference to radio visibility data using HMC with analytical likelihood gradients, enabling precise galaxy shape measurements in the visibility domain.
Findings
Reliable ellipticity and size measurements for sources with SNR ≥ 10.
Method performs well on simulated SKA1-MID and SuperCLASS data.
Achieves high accuracy and efficiency suitable for large radio surveys.
Abstract
Radio weak lensing, while a highly promising complementary probe to optical weak lensing, will require incredible precision in the measurement of galaxy shape parameters. In this paper, we extend the Bayesian Inference for Radio Observations model fitting approach to measure galaxy shapes directly from visibility data of radio continuum surveys, instead of from image data. We apply a Hamiltonian Monte Carlo (HMC) technique for sampling the posterior, which is more efficient than the standard Monte Carlo Markov Chain method when dealing with a large dimensional parameter space. Adopting the exponential profile for galaxy model fitting allows us to analytically calculate the likelihood gradient required by HMC, allowing a faster and more accurate sampling. The method is tested on SKA1-MID simulated observations at 1.4 GHz of a field containing up to 1000 star-forming galaxies. It is also…
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