An Iterative Reconstruction Algorithm for Faraday Tomography
Suchetha Cooray, Tsutomu T. Takeuchi, Takuya Akahori, Yoshimitsu, Miyashita, Shinsuke Ideguchi, Keitaro Takahashi, Kiyotomo Ichiki

TL;DR
This paper introduces CRAFT, an iterative, model-independent algorithm that significantly improves the reconstruction of Faraday dispersion functions from limited wavelength data, enhancing cosmic magnetism studies.
Contribution
The paper presents CRAFT, a new computationally efficient iterative algorithm that outperforms existing methods in reconstructing FDFs from limited observational data.
Findings
CRAFT achieves higher fidelity FDF reconstructions than existing techniques.
CRAFT effectively captures complex multi-scale features of the FDF.
Performance of reconstruction improves with broader frequency coverage.
Abstract
Faraday tomography offers crucial information on the magnetized astronomical objects, such as quasars, galaxies, or galaxy clusters, by observing its magnetoionic media. The observed linear polarization spectrum is inverse Fourier transformed to obtain the Faraday dispersion function (FDF), providing us a tomographic distribution of the magnetoionic media along the line of sight. However, this transform gives a poor reconstruction of the FDF because of the instrument's limited wavelength coverage. The current Faraday tomography techniques' inability to reliably solve the above inverse problem has noticeably plagued cosmic magnetism studies. We propose a new algorithm inspired by the well-studied area of signal restoration, called the Constraining and Restoring iterative Algorithm for Faraday Tomography (CRAFT). This iterative model-independent algorithm is computationally inexpensive…
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