Abstract
Relations between the Einstein theory of gravitation in curved Riemann time-space and classical field theories in flat Minkowski time-space are discussed from various points of view.
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References
Arnowitt, R. (1962).Proceedings of the Eastern Theoretical Physics Conference, 401.
Deser, S. (1970). General Relativity and Gravitation1, 9.
Feynman, R. P. (1962–1963).Caltec Lectures on Gravitation.
Fierz, M. and Pauli, W. (1929).Proceedings of the Royal Society of London A,173, 211.
Fierz, M. (1939).Helvetica Physica Acta,12, 3.
Gupta, S. (1954).Physical Review,96, 1683.
Gupta, S. (1957).Review of Modern Physics,29, 334.
Halpern, L. (1963a).Annals of Physics,35, 387.
Halpern, L. (1963b).Bulletin de l'Académie r. de Belgique, Classe des Sciences, 5th ser.,49, 226.
Møller, C. (1966).Matematisk-fysiske Meddelelser,35 (3).
Nieuwenhuizen, P. van (1973). To be published.
Nomizu, K. (1956).Lie Groups and Differential Geometry. The Mathematical Society of Japan, Tokyo.
Schmutzer, E. (1968).Relativistische Physik. Teubner, Leipzig.
Thirring, W. E. (1959).Fortschritte der Physik,7, 79.
Thirring, W. E. (1961).Annals of Physics,16, 96.
Treder, H. J. (1971).Gravitationstheorie und Äquivalenzprinzip, Akademie Verlag, Berlin.
Weyl, H. (1944).American Journal of Mathematics,66, 591.
Wiarda, G. G. (1973). To be published.
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Groenewold, H.J. Gravitation and other field theories. Int J Theor Phys 9, 19–45 (1974). https://doi.org/10.1007/BF01807113
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DOI: https://doi.org/10.1007/BF01807113