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We pursue a geometrical approach to gravitational lensing theory.
G. Randers. “On an Asymmetrical Metric in the Four-Space of General Relativity.” Physical Review , Volume 59. 1941:195-199
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Thomas S. Kuhn. The Structure of Scientific Revolutions. 1st. ed. Chicago: Univ. of Chicago Press. 1962
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R. H. Boyer, R. W. Linquist. “Maximal Analytic Extension of the Kerr Metric.” Journal of Mathematical Physics , Volume 8, Number 2. 1967:265-281
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D. Bao, S. S. Chern, Z. Shen. An Introduction to Reimann-Finsler Geometry. Graduate Texts in Mathematics 200. Springer-Verlag, New York. 2000
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Joachim Wambsganss. “Gravitational Lensing in Astronomy.” Living Review in Relativity . Potsdam, Germany. 2001
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G. Efstathiou. Lecture notes from “Theory of Relativity.” Cambridge University, Michaelmas Term 2002:89-147
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Don Howard. “The Development of Twentieth-Century Philosophy of Science.” In Michael Janssen and Chistoph Lehner, eds, Cambridge Companion to Einstein . Cambridge. 2004:1-44
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M. Sereno, F. De Luca. “Analytical Kerr Black Hole Lensing in the Weak Deflection Limit.” Physical Review, D 74, 123099 (2006)
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J. Oprea. Differential Geometry and Its Applications. Second Edition. The Mathematical Association of America, USA. 2007
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2007
Later among the works it cites.
M. C. Werner, G. W. Gibbons. “Applications of the Gauss-Bonnet Theorem to Gravitational Lensing.” Classical Quantum Gravity , 25, 235009 (2008)
2008
Later among the works it cites.
B. Schutz. A First Course in General Relativity. Second Edition. Cambridge University Press, Cambridge. 2009
2009
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A. B. Aazami, C. R. Keeton, A. O. Petters. “Lensing by Kerr Black Holes. II: Analytical Study of Quasi-Equatorial Lensing Observables.” arXiv : 1102.4304v1 [astro-ph.CO] (2011)
2011
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