TL;DR
This paper introduces a formalism for describing gravitational lensing effects on extended arcs, enabling accurate, model-independent extraction of lensing information across all regimes from weak to strong lensing.
Contribution
It presents a new eigenvector-based parameterization of lensing distortions that captures local properties and helps break degeneracies without relying on explicit global models.
Findings
Applicable across weak to strong lensing regimes
Allows model-independent analysis of extended arcs
Helps quantify and reduce systematic uncertainties
Abstract
Gravitationally lensed curved arcs provide a wealth of information about the underlying lensing distortions. Extracting precise lensing information from extended sources is a key component in many studies aiming to answer fundamental questions about the Universe. To maintain accuracy with increased precision, it is of vital importance to characterize and understand the impact of degeneracies inherent in lensing observables. In this work, we present a formalism to describe the gravitational lensing distortion effects resulting in curved extended arcs based on the eigenvectors and eigenvalues of the local lensing Jacobian and their directional differentials. We identify a non-local and non-linear extended deflector basis that inherits these local properties. Our parameterization is tightly linked to observable features in extended sources and allows one to accurately extract the lensing…
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