Essentials of strong gravitational lensing
Prasenjit Saha, Dominique Sluse, Jenny Wagner, Liliya L. R., Williams

TL;DR
This paper introduces the fundamental concepts and mathematical tools of strong gravitational lensing, emphasizing physical insights and discussing both basic and advanced ideas, to aid understanding of this astrophysical phenomenon.
Contribution
It provides a comprehensive, accessible overview of strong gravitational lensing, including key constructs like the Fermat potential and methods to go beyond common simplifying assumptions.
Findings
Explains how wavefront arguments extend lensing theory to strong fields.
Describes how image configurations are formed from saddle points.
Discusses why strong lensing is most common at cosmological distances.
Abstract
Of order one in 10^3 quasars and high-redshift galaxies appears in the sky as multiple images as a result of gravitational lensing by unrelated galaxies and clusters that happen to be in the foreground. While the basic phenomenon is a straightforward consequence of general relativity, there are many non-obvious consequences that make multiple-image lensing systems (aka strong gravitational lenses) remarkable astrophysical probes in several different ways. This article is an introduction to the essential concepts and terminology in this area, emphasizing physical insight. The key construct is the Fermat potential or arrival-time surface: from it the standard lens equation, and the notions of image parities, magnification, critical curves, caustics, and degeneracies all follow. The advantages and limitations of the usual simplifying assumptions (geometrical optics, small angles, weak…
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Taxonomy
TopicsAdaptive optics and wavefront sensing · Astronomy and Astrophysical Research · Galaxies: Formation, Evolution, Phenomena
