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We consider the question of determining the optical drift effects in general relativity, i.e.
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1933
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1934
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W. H. McCrea, Observable relations in relativistic cosmology
1935
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R. Sachs, Gravitational Waves in General Relativity. VI. The Outgoing Radiation Condition
1961
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J. Ehlers, P. Jordan, and R. K. Sachs, Beiträge zur Theorie der reinen Gravitationsstrahlung · 1961
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A. Sandage, The Change of Redshift and Apparent Luminosity of Galaxies due to the Deceleration of Selected Expanding Universes
1962
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Y. B. Zeldovich, Observations in a Universe Homogeneous in the Mean
1964
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J. E. Gunn, On the Propagation of Light in Inhomogeneous Cosmologies. I. Mean Effects
1967
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J. Ehlers, P. Geren, and R. K. Sachs, Isotropic solutions to the Einstein-Liouville equations
1968
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R. Kantowski, Corrections in the Luminosity-Redshift Relations of the Homogeneous Fried-Mann Models
1969
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S. Refsdal, On the Propagation of Light in Universes with Inhomogeneous Mass Distribution
1970
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S. Weinberg, Direct determination of the metric from observed redshifts and distances
1970
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V. Perlick, On redshift and parallaxes in general relativistic kinematical world models
1971
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C. C. Dyer and R. C. Roeder, The Distance-Redshift Relation for Universes with no Intergalactic Medium
1972
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C. Dyer and R. Roeder, Distance-Redshift Relations for Universes with Some Intergalactic Medium
1973
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I. D. Novikov and A. D. Popova, The parallactic distance of objects in a locally inhomogeneous universe
1978
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K. Rosquist, Trigonometric parallaxes of distant objects — what they could tell about the universe
1988
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M. Kasai, The triangulation in a perturbed friedmann universe
1988
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I. Robinson and A. Trautman, Optical geometries
1988
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R. J. Low, Celestial spheres, light cones, and cuts
1993
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S. Seitz, P. Schneider, and J. Ehlers, Light propagation in arbitrary spacetimes and the gravitational lens approximation
1994
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W. R. Stoeger, R. Maartens, and G. F. R. Ellis, Proving almost-homogeneity of the universe: an almost Ehlers-Geren-Sachs theorem
1995
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A. Loeb, Direct Measurement of Cosmological Parameters from the Cosmic Deceleration of Extragalactic Objects
1998
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V. Perlick, Gravitational lensing from a spacetime perspective
2004
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L. Pasquini, S. Cristiani, H. Dekker, M. Haehnelt, P. Molaro, F. Pepe, G. Avila, B. Delabre, S. D’Odorico, J. Liske, P. Shaver, P. Bonifacio, S. Borgani, V. D’Odorico, E. Vanzella, F. Bouchy, M. Dessauges-Lavadsky, C. Lovis, M. Mayor, D. Queloz, S. Udry, M. Murphy, M. Viel, A. Grazian, S. Levshakov, L. Moscardini, T. Wiklind, and S. Zucker, CODEX: Measuring the Expansion of the Universe (and beyond)
2005
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V. Lamburt, D. Sokoloff, and V. Tutubalin, Light propagation in a universe with spatial inhomogeneities
2005
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C. Quercellini, L. Amendola, A. Balbi, P. Cabella, and M. Quartin, Real-time cosmology
2012
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2012
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2012
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A. Krasiński, Repeatable light paths in the conformally flat cosmological models
2012
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2007
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I. M. H. Etherington, Republication of: Lx. on the definition of distance in general relativity
2007
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2008
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L. Lindegren, C. Babusiaux, C. Bailer-Jones, U. Bastian, A. G. A. Brown, M. Cropper, E. Høg, C. Jordi, D. Katz, F. van Leeuwen, X. Luri, F. Mignard, J. H. J. de Bruijne, and T. Prusti, The Gaia mission: science, organization and present status
2008
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C.-M. Yoo, T. Kai, and K.-i. Nakao, Solving Inverse Problem with Inhomogeneous Universe
2008
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2008
Cited alongside, same era.
2009
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2009
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2013
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2013
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P. Jordan, J. Ehlers, and R. K. Sachs, Republication of: Contributions to the theory of pure gravitational radiation. exact solutions of the field equations of the general theory of relativity ii
2013
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2013
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S. Räsänen, A covariant treatment of cosmic parallax
2014
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P. Fleury, Swiss-cheese models and the Dyer-Roeder approximation
2014
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2014
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S. Bagheri and D. J. Schwarz, Light propagation in the averaged universe
2014
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2015
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2015
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P. Fleury, J. Larena, and J.-P. Uzan, The theory of stochastic cosmological lensing
2015
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2015
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O. F. Piattella and L. Giani, Redshift drift of gravitational lensing
2017
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2017
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2017
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