Abstract
In 1938, Einstein, Infeld, and Hoffmann contributed to the problem of motion in general relativity by establishing approximate equations for several particles of comparable masses. A year later, the exact same problem was also solved independently by the Soviet physicist Vladimir Fock. However, his approach proved to be different and laid the foundations for an original interpretation of general relativity which notably defended the existence of privileged frames of reference. This chapter presents the trajectory of the dispute between Fock and Leopold Infeld that arose from their contributions to the problem of motion. It aims at highlighting some specificities of the scientific and sociocultural contexts of the Soviet Union at the dawn of the “renaissance” of general relativity in the mid-1950s. In particular, this chapter shows that the Fock-Infeld dispute received special exposure in philosophical journals. The latter gave the two physicists opportunities to expose and mature their arguments, favoring an entrance with resonance into the international context at the 1955 Bern Conference on relativity. From there, Fock secured a position on the international scene, contributed to the Soviet inclusion into the “renaissance” process, and marked durably the debate on the interpretation of the general relativity.
Access this chapter
Tax calculation will be finalised at checkout
Purchases are for personal use only
Notes
- 1.
See also Chap. 1 in this volume for a historiographical discussion of the “low water mark” of general relativity.
- 2.
See Havas (1989, 237–254), who detailed some contributions made to the problem of motion before Einstein and Grommer’s article.
- 3.
Havas also discussed how various results of the 1938 article had been previously established by other contributors (Havas 1989, 254–265).
- 4.
The Russian version was received by Zhurnal Eksperimental’noy i Teoreticheskoy Fiziki on February 13, while the French one was received by Journal of Physics—USSR on February 26. Journal of Physics—USSR was a Soviet journal edited in Moscow that published articles in languages others than Russian. For convenience, we will refer here to the French version. Note also that in this chapter, all translations from non-English sources are ours unless otherwise stated.
- 5.
- 6.
- 7.
- 8.
See Infeld (1978, 39–54). The return of Infeld to Poland was partially motivated by the anticommunist atmosphere in North America at the beginning of the Cold War. Unfairly perceived as a potential traitor to Canada and suspected of being capable of delivering nuclear secrets to the communists, Infeld made the choice to return to his native country in order to contribute to the development of science.
- 9.
In the spirit of the present volume, we refer to Blum et al. (2015) when we mention the process of the “renaissance” of general relativity.
- 10.
- 11.
The progressive isolation of Soviet physicists in the 1930s has been discussed by Josephson (1988). The reopening of the USSR then followed Stalin’s death, in the context of the Cold War. Notably, in view of the growing nuclear threat, Nikita Khrushchev plied the foreign policy of “peaceful coexistence” between two opposing economic and political systems during the 20th Congress of the Communist Party in 1956. See Ivanov (2002), Richmond (2004), Mastny (2010), or Hollings (2016).
- 12.
See Graham (1982, 1987), Havas (1989), and Gorelik (1993). A full exposition of Fock’s ideas on general relativity requires a more detailed account than that given in this chapter. The reader can refer in particular to Graham (1987), Gorelik (1993), and the PhD dissertation of the present author (Martinez 2017).
- 13.
- 14.
This condition was decisive in the case studied. As we will discuss it, for Fock, each privileged system of coordinates was dependent on the type of space studied.
- 15.
See Gorelik (1993, 315) that shares this idea.
- 16.
The expression, used by Jean Eisenstaedt, was borrowed from Marie-Antoinette Tonnelat (Eisenstaedt 1986, 165).
- 17.
- 18.
One could object that Fock contributed directly to the research toward a unified theory at the end of the 1920s. In 1926, he proposed a generalization of the Klein-Gordon equation in a curved space-time (Fock 1926). In 1929, he also contributed to the generalization of the Dirac equation and the development of spinors (Fock and Ivanenko 1929a, b; Fock 1929a, b). However, at that time, Fock was primarily motivated by a pragmatic approach to solving mathematical problems in physics. A decade later, the physicist was much more involved in problems of interpretation and he approached theories as an epistemological antireductionist. As a consequence, general relativity could no longer be considered in a unifying perspective because it was unable to explain phenomena at the atomic scale. See Martinez (2017).
- 19.
A uniform—Galilean or homogeneous—space was defined by Fock as follows: “(a) All points in space and instants in time are equivalent. (b) All directions are equivalent, and (c) All inertial systems, moving uniformly and in a straight line relative to one another, are equivalent (Galilean principle of relativity)” (Fock 1964, 1).
- 20.
This argument is part of Fock’s introduction to his monograph on the theory of relativity (Fock 1964, 4–5).
- 21.
(Fock 1964, 2–3).
- 22.
The idea of “chrono-geometry” was borrowed by Fock from the Dutch physicist A. D. Fokker (1955).
- 23.
- 24.
- 25.
Well known for his pioneering theory that the universe was expanding, Friedmann was in Leningrad a teacher of Fock at the beginning of the 1920s. See his biography by Tropp et al. (1993).
- 26.
“It is probable that in Friedmann-Lobachevsky [sic.] space there also exist some preferred systems of coordinates” (Fock 1964, 4). However, it has to be noted that it remained an open question as, during his career, Fock was not able to confirm this hypothesis formally.
- 27.
See Why I Left Canada, second of Infeld’s autobiographies (Infeld 1978, 77).
- 28.
A report detailing their activities during their stay in Poland is available in the St. Petersburg section of the archives of the Russian Academy of Sciences (ARAN SPb)—ARAN SPb, 1034-2-170.
- 29.
Infeld referred to his article “Kilka uwag o teorii względności” (Some remarks on the theory of relativity) published in 1954 (Infeld 1954a).
- 30.
Fock defined the second approximation as the one which “allows to replace the generalized d’Alembert operator by the ordinary operator” (Fock 1939b, 115).
- 31.
The subtitle of Why I Left Canada is after all Reflections on Science and Politics. Also, concerning Fock: “Some role in changing my position with officialdom was played by a discussion I had with Professor [Vladimir Alexandrovich] Fock” (Infeld 1978, 75).
- 32.
- 33.
The expression comes from the title of an article by Fock discussed below: “Protiv nevezhestvennoy kritiki sovremennykh fizicheskikh teoriy” (Against the ignorant criticism of modern physical theories) (Fock 1953a).
- 34.
- 35.
- 36.
- 37.
In 1936, while translating the articles of the EPR debate in Russian, Fock clearly took a stand for Bohr (Fock 1936). He also criticized his colleague K. Nikol’skiy for developing a statistical interpretation of the theory (Nikol’skiy 1936; Fock 1937). This set led to a sharp and generalized criticism of Fock by the most reactionary fringe of physicists and philosophers. For more on this peculiar atmosphere, see Gorelik (1990), Vizgin (1999, 1264–1265), or Martinez (2017, 304–317).
- 38.
- 39.
- 40.
- 41.
For more on the Soviet nuclear project, see Holloway (1994).
- 42.
- 43.
See footnote 11.
- 44.
For more on the scientists’ adaptation to rhetorical requirements of the Communist context, see the developments of the present author in the case of Fock (Martinez 2018).
- 45.
Letter from Fock to Infeld, November 13, 1954 (Fock and Infeld 1955, 156–157).
- 46.
- 47.
Mercier expressed this ambition to Einstein in a letter dated November 1953 (Lalli 2017, 42).
- 48.
See the letter from L. M. Brekhovskikh and E. A. Koridalin to Fock, dated October 25, 1954—ARAN SPb 1034-2-111. This situation led to the following amusing situation: In a letter to Møller on March 1, 1955, Pauli explained that he did not understand immediately that “the famous Fock,” which he already knew, was part of the Soviet delegation. It testifies that the organizers did not influence at all the choices of the Soviet Academy. Cited by Lalli (2017, 43).
- 49.
See also Martinez (2019).
- 50.
Letter from L. M. Brekhovskikh and E. A. Koridalin to Fock, dated October 25, 1954—ARAN SPb 1034-2-111.
- 51.
Letter from Fock to L. M. Brekhovskikh, dated November 5, 1954—ARAN SPb 1034-2-111.
- 52.
For more on Aleksandrov and the theory of relativity, see Graham (1987, 363–367).
- 53.
There was one exception, with the publication of an article titled “Le système de Ptolémée et le système de Copernic à la lumière de la théorie générale de la relativité” (Fock 1952) in 1952 in France, translation of a Russian article of 1947 (Fock 1947). However, it must be underlined that it was published among other Soviet articles in a new journal, Questions scientifiques, whose editors were claiming a “militant Marxism.”
- 54.
- 55.
Fock’s hearing loss was probably caused by otosclerosis during his childhood.
- 56.
Emphasis added.
- 57.
Letter from Rosbaud to Rosenfeld, dated February 22, 1956—Niels Bohr Archives, Copenhagen: Léon Rosenfeld Papers, box 7: Manchester, folder 6.
- 58.
See Fock’s letter to Rosbaud on January 30, 1956. He responded to Rosbaud’s letter from October 6, 1955, mentioning already questions relative to the translation of the monography and also his remuneration—ARAN SPb, 1034-2-218.
- 59.
See Fock’s correspondence with the publishing house Akademie Verlag—ARAN SPb, 1034-2-218.
- 60.
- 61.
See the letter from Fock to Møller on May 8, 1956—Niels Bohr Archives, Copenhagen: Christian Møller papers, box 2, folder 34.
- 62.
These lectures were published that same year in the Reviews of Modern Physics (Fock 1957).
- 63.
Harvard University, the Massachusetts Institute of Technology, the Institute for Advanced Study at Princeton and Columbia University in the City of New York.
- 64.
The proceedings of the event were later published by Lichnerowicz and Tonnelat (1962).
- 65.
Fock’s report on his stay in France can be found in his archives in St. Petersburg—ARAN SPb, 1034-2-179. The talks were: “Quelques remarques sur les équations du mouvement et les conditions pour les coordonnées” (Some remarks on the equations of motion and the coordinate conditions) (Fock 1962b) and “Sur les ondes de gravitation émises par un système de masses en movement” (On gravitational waves emitted by a system of moving masses) (Fock 1962c).
- 66.
As Fock mentioned in his report to the Soviet authorities after the Bern Conference, “a group of participants invited [him] to join the Committee for the organization of similar conferences in the future”—ARAN SPb, 1034-2-179.
- 67.
For Fock, Ivanenko was admitted to the Committee only “on his own insistence.” Letter from Fock to Artsimovich, September 6, 1962 —ARAN SPb 1034-2-111. In reality, the two men had a tumultuous relationship. For unclear reasons, Fock tried several times to limit Ivanenko to secondary roles. See Snygg (2012, 174–179) and Martinez (2017, 444–450, 2019).
- 68.
- 69.
For more on Ivanenko’s activities in developing the theory of gravitation in the Soviet Union, see his biography by Sardanashvili (2014, 142–152).
- 70.
According to Fock, the Committee on General Relativity and Gravitation unofficially decided on July 31, 1962, to stop its correspondence with Ivanenko. Letter from Fock to Artsimovich, September 6, 1962 —ARAN SPb 1034-2-111. However, given the conflicting nature of the relationship between the two men (footnote 67), this information should be treated with caution. The best argument in favor of an alleged privileged position of Fock remains in itself the fact that he was asked to organize a conference in the Soviet Union.
- 71.
Letter from Leshkovtsev to Fock, October 1, 1965; letter from Kotel’nikov to Fock, November 3, 1965—ARAN SPb. 1034-2-198.
- 72.
- 73.
For more on this point, one can consult Govrin (1998).
- 74.
See footnote 72. Both sources discuss in detail the succession of events.
- 75.
- 76.
See Khalatnikov’s testimony on the events in Copenhagen and their consequences (Khalatnikov 2012, 134–135).
References
Bergmann, Peter G. 1982. The quest for unity: General relativity and unitary field. In Albert Einstein, historical and cultural perspectives. The centennial symposium in Jerusalem, 14–23 March 1979, ed. G. Holton and Y. Elkana, 27–38. Princeton: Princeton University Press.
Blokh, Aleksander. 1997. Ideologicheskiye bredni Eynshteyna: kak “Krasnyy Flot” chut’ ne potopil sovetskiy atomnyy proyekt. Nezavisimaya gazeta, June 3.
Blum, Alexander, Roberto Lalli, and Jurgen Renn. 2015. The reinvention of general relativity: A historiographical framework for assessing one hundred years of curved space-time. Isis 106 (3): 598–620.
de Donder, Théophile. 1921. La gravifique einsteinienne. Paris: Gauthier-Villars & Cie.
Einstein, Albert. 1913. Entwurf einer verallgemeinerten Relativitätstheorie und einer Theorie der Gravitation. I. Physikalischer Part. Leipzig and Berlin: B. G. Teubner.
———. 1916. Die Grundlage der allgemeinen Relativitätstheorie. Annalen der Physik 49: 769–822.
Einstein, Albert, and Jakob Grommer. 1927. Allgemeine Relativitätstheorie und Bewegungsgesetz. In Physikalisch-mathematische Klasse. Sitzungsberichte, 235–245. Berlin: Preussische Akademie der Wissenschaften.
Einstein, Albert, and Leopold Infeld. 1949. On the motion of particles in general relativity theory. Canadian Journal of Mathematics 1: 209–241.
Einstein, Albert, Leopold Infeld, and Banesh Hoffmann. 1938. Gravitational equations and the problem of motion. Annals of Mathematics 39: 65–100.
Eisenstaedt, Jean. 1986. La relativité générale à l’étiage: 1925–1955. Archive for History of Exact Sciences 35 (2): 115–185.
———. 1989. The low water mark of general relativity, 1925–1955. In Einstein and the history of general relativity, ed. Don Howard and John Stachel, 277–292. Boston: Birkhäuser.
Fitzpatrick, Sheila. 1992. The cultural front. Power and culture in revolutionary Russia. Ithaca: Cornell University Press.
Fock, Vladimir A. 1926. Über die invariante Form der Wellen und der Bewegungsgleichungen für einen geladenen Massenpunkt. Zeitschrift für Physik 39 (2–3): 226–232.
———. 1929a. Geometrisierung der Diracschen Theorie des Elektrons. Zeitschrift für Physik 57 (3–4): 261–277.
———. 1929b. L’équation d’onde de Dirac et la géométrie de Riemann. Journal de Physique et le Radium 10 (11): 392–405.
———. 1930. Näherungsmethode zur Lösung des quantenmechanischen Mehrkörperproblems. Zeitschrift für Physik 61 (1–2): 126–148.
———. 1932. Konfigurationsraum und zweite Quantelung. Zeitschrift für Physik 75 (9–10): 622–647.
———. 1936. Mozhno li schitat', chto kvantovo-mekhanicheskoye opisaniye fizicheskoy real'nosti yavlyayetsya polnym? (Vstupitel'naya stat'ya k odnoimennym stat'yam Eynshteyna i Bora). Uspekhi Fizicheskikh Nauk 16 (4): 436–457.
———. 1937. K stat’ye K. V. Nikol’skogo: “Printsipy kvantovoy mekhaniki”. Uspekhi Fizicheskikh Nauk 17 (4): 552–554.
———. 1938. K diskussii po voprosam fiziki. Pod znamenem marksizma 1: 140–159.
———. 1939a. O dvizhenii konechnykh mass v obshchey teorii otnositel’nosti. Zhurnal Eksperimental’noy i Teoreticheskoy Fiziki 9 (4): 375–410.
———. 1939b. Sur le mouvement des masses finies d’après la théorie de gravitation einsteinienne. Journal of Physics – USSR 1 (2): 81–116.
———. 1947. Sistema Kopernika i sistema Ptolomeya v svete obshchey teorii otnositel’nosti. In Nikolay Kopernik, 180–186. Moscow: Izdatel’stvo Аkademii Nauk SSSR.
———. 1950. Problema dvizheniya mass v teorii tyagoteniya Eynshteyna. In Sbornik, posvyashchennyy semidesyatiletiyu akademika А.F.Ioffe, 31–43. Moscow: Izdatel’stvo Аkademii Nauk SSSR.
———. 1951. Kritika vzglyadov Bora na kvantovuyu mekhaniku. Uspekhi Fizicheskikh Nauk 45 (1): 3–14.
———. 1952. Le système de Ptolémée et le système de Copernic à la lumière de la théorie générale de la relativité. Questions Scientifiques 1: 147–154.
———. 1953a. Protiv nevezhestvennoy kritiki sovremennykh fizicheskikh teoriy. Voprosy Filosofii 1: 168–174.
———. 1953b. Sovremennaya teoriya prostranstva i vremeni. Priroda 12: 13–26.
———. 1953c. Współczesna teoria przestrzeni i czasu. Myśl Filozoficzna 4: 162–182.
———. 1955. Teoriya prostranstva, vremeni i tyagoteniya. Moscow: Gostekhizdat.
———. 1956a. Sur le mouvement des corps en rotation d’après la théorie de la gravitation d’Einstein. Helvetica Physica Acta 29: 204–205.
———. 1956b. Sur les systèmes de coordonnées privilégiés dans la théorie de la gravitation d’Einstein. Helvetica Physica Acta 29: 239–244.
———. 1957. Three lectures on relativity theory. Reviews of Modern Physics 29 (3): 335–353.
———. 1959. The theory of space, time and gravitation. London: Pergamon Press.
———. 1960. Theorie von Raum, Zeit und Gravitation. Berlin: Akademie-Verlag.
———. 1962a. Teoria spaliutul, timputul si gravitatul. Bucharest: Academia RPP.
———. 1962b. Quelques remarques sur les équations du mouvement et les conditions pour les coordonnés. In Les théories relativistes de la gravitation: Royaumont, 21–27 Juin 1959, ed. A. Lichnerowicz and M.-A. Tonnelat, 67–74. Paris: Éditions du Centre national de la recherche scientifique.
———. 1962c. Sur les ondes de gravitation émises par un système de masses en mouvement. In Les théories relativistes de la gravitation: Royaumont, 21–27 Juin 1959, ed. A. Lichnerowicz and M.-A. Tonnelat, 137–140. Paris: Éditions du Centre national de la recherche scientifique.
———. 1964. The theory of space, time and gravitation. 2nd revised edition. Trans. N. Kemmer. London: Pergamon Press.
———. 1966. Principes de base de la théorie de la gravitation d’Einstein. Annales de l’Institut Henri Poincaré, Section A: Physique Théorique 5 (3): 205–215.
Fock, Vladimir A., and Leopold Infeld. 1955. 0 garmonicheskikh sistemakh v teorii otnositel’nosti. (Perepiska V. А. Foka i L. Infel’da). Voprosy Filosofii 3: 155–157.
Fock, Vladimir A., and Dmitri D. Ivanenko. 1929a. Über eine mögliche geometrische Deutung der relativistischen Quantentheorie. Zeitschrift für Physik 54 (11–12): 798–802.
———. 1929b. Zur Quantengeometrie. Physikalische Zeitschrift 30 (19): 648–651.
Fokker, Adriaan D. 1955. Albert Einstein, inventor of chronogeometry. Synthese 9: 442–445.
Goenner, Hubert F.M. 2004. On the history of unified field theories. Living Reviews in Relativity 7 (1): 2.
———. 2014. On the history of unified field theories. Part II. (ca. 1930–ca 1965). Living Reviews in Relativity 17 (1): 5.
Gorelik, Gennady E. 1990. Naturfilosofskiye problemy fiziki v 1937 godu. Priroda 2: 93–102.
———. 1993. Vladimir Fock: Philosophy of gravity and gravity of philosophy. In The attraction of gravitation: New studies in the history of general relativity, ed. J. Earman, M. Janssen, and J.D. Norton, 308–331. Boston: Birkhaüser.
Govrin, Yoseph. 1998. Israeli-Soviet relations, 1953–67: From confrontation to disruption. London/Portland: Franck Cass.
Graham, Loren R. 1982. The reception of Einstein’s ideas: Two examples from contrasting political cultures. In Albert Einstein, historical and cultural perspectives. The centennial symposium in Jerusalem, 14–23 March 1979, ed. G. Holton and Y. Elkana, 107–136. Princeton: Princeton University Press.
———. 1987. Science, philosophy, and human behavior in the Soviet Union. New York: Columbia University Press.
Havas, Peter. 1989. The early history of the “problem of motion” in general relativity. In Einstein and the history of general relativity, ed. Don Howard and John Stachel, 234–276. Boston: Birkhäuser.
Hollings, Christopher D. 2016. Scientific communication across the Iron Curtain. Cham: Springer.
Holloway, D. 1994. Stalin and the bomb: The Soviet Union and atomic energy, 1939–1956. New Heaven: Yale University Press.
Ilizarov, S.S., and L.I. Pushkareva. 1994. Beriya i teoriya otnositel’nosti. Istoricheskiy arkhiv 3: 215–223.
Infeld, Leopold. 1954a. Kilka uwag o teorii względności. Myśl Filozoficzna 1: 70–79.
———. 1954b. Neskol’ko zamechaniy o teorii otnositel’nosti. Voprosy Filosofii 5: 173–178.
———. 1954c. On the motion of bodies in general relativity theory. Acta Physica Polonica 13: 187–204.
———. 1956. On equations of motion in general relativity. Helvetica Physica Acta 29: 206–209.
———. 1978. Why I left Canada: Reflections on science and politics. Trans. H. Infeld. Montreal/London: McGill-Queen’s University Press.
———. 1980. Quest: An autobiography. New-York: Chelsea Publishing Company. First published in 1941. New York: Doubleday, Doran & Company.
Ivanov, Konstantin. 2002. Science after Stalin: Forging a new image of Soviet science. Science in Context 15 (2): 317–338.
Joravsky, David. 1961. Soviet Marxism and natural science, 1917–1932. New York: Columbia University Press.
Josephson, Paul R. 1988. Physics and Soviet-Western relations in the 1920s and 1930s. Physics Today 414 (9): 54–61.
———. 1991. Physics and politics in revolutionary Russia. Berkeley/Los Angeles: University of California Press.
Khalatnikov, Isaak M. 2012. From the atomic bomb to the Landau Institute. Autobiography. Top non-secret. Dordrecht: Springer.
Kojevnikov, Alexei B. 2002. Einstein and Soviet dogma; an elusive relationship. Physics Today 55 (9): 59–60.
———. 2004. Stalin’s great science: The times and adventures of Soviet physicists. London: Imperial College Press.
Krementsov, Nikolai. 1997. Stalinist science. Princeton: Princeton University Press.
Lalli, Roberto. 2017. Building the general relativity and gravitation community during the Cold War. Cham: Springer.
Lanczos, Cornelius. 1922. Ein vereinfachendes Koordinatensystem für die Einsteinschen Gravitationsgleichungen. Physikalische Zeitschrift 23: 537–539.
Lenin, Vladimir I. 1909. Materializm i empiriocriticism. Moscow: Zveno.
Lichnerowicz, André, and Marie-Antoinette Tonnelat, eds. 1962. Les théories relativistes de la gravitation: Royaumont, 21–27 Juin 1959. Paris: Éd. du Centre national de la recherche scientifique.
Maksimov Aleksander A. 1952. Protiv reaktsionnogo eynshteynianstva v fizike. Krasnyy Flot, June 14.
Maksimov, Aleksander A., et al., eds. 1952. Filosofskiye voprosy sovremennoy fiziki. Moscow: Izdatel’stvo AN SSSR.
Martinez, Jean-Philippe. 2017. Vladimir Fock (1898–1974): itinéraire internaliste d’une pensée externaliste. Ph.D. dissertation defended on December 4, 2017. Paris: University Paris Diderot.
———. 2018. The ‘Mach argument’ and its use by Vladimir Fock to criticize Einstein in the Soviet Union. In Ernst Mach – life, work, influence, ed. F. Stadler, 259–270. Dordrecht: Springer International Publishing.
———. 2019. Soviet science as cultural diplomacy during the 1968 Tbilisi Conference on general relativity. Vestnik of Saint Petersburg University. History 64: 120–135.
Mastny, Vojtech. 2010. Soviet foreign policy, 1953–1962. In The Cambridge history of the Cold War, vol. 1: Origins, ed. M.P. Leffler and O.A. Wastad, 312–333. Cambridge: Cambridge University Press.
Mercier, André, and Michel Kervaire, eds. 1956. Fünfzig Jahre Relativitätstheorie/Cinquantenaire de la théorie de la relativité/Jubilee of relativity theory. Helvetica Physica Acta, Supplementum IV. Basel: Birkhäuser Verlag.
Moffat, John W. 2010. Einstein wrote back. My life in physics. Toronto: Thomas Allen Publishers.
Nikol’skiy, Konstantin V. 1936. Printsipy kvantovoy mekhaniki. I. Uspekhi Fizisheskikh Nauk 16 (5): 539–565.
Norton, John. 1989. What was Einstein’s principle of equivalence. In Einstein and the history of general relativity, ed. D. Howard and J. Stachel, 5–47. Boston: Birkhäuser.
Papapetrou, Achilles. 1951. Equations of motion in general relativity. Proceedings Physical Society A64: 57–75.
Petrova, N.M. 1949. Ob uravnenii dvizheniya i tenzore materii dlya sistemy konechnyx mass v obshchey teorii otnositel’nosti. Zhurnal Eksperimental’noy i Teoreticheskoy Fiziki 19 (11): 989–999.
Ra’anan, Gavriel. 1983. International policy formation in the U. S. S. R.: Factional “debates” during the Zhdanovschina. Hamden: Archon Books.
Richmond, Yale. 2004. Cultural exchange and the Cold War. Raising the Iron Curtain. University Park: The Pennsylvania State University.
Sardanashvili, Guenadi. A. 2014. Dmitriy Ivanenko — superzvezda sovetskoy fiziki. Moscow: URSS/Librokom.
Sauer, Tilman. 2007. Einstein’s unified field theory program. In The Cambridge companion to Einstein, ed. M. Janssen and C. Lehner, 281–305. Cambridge: Cambridge University Press.
Snygg, John. 2012. A new approach to differential geometry using Clifford’s geometric algebra. New York: Springer.
Sonin, Anatoliy S. 1991. Gazeta “Krasnyy Flot” protiv idealizma v fizike. Vestnik RAN 61 (1): 113–122.
———. 2017. Fizicheskiy idealizm: Dramaticheskiy put’ vnedreniya revolyutsionnykh idey fiziki nachala XX veka (na primere istorii protivostoyaniya v sovetskoy fizike). 2nd ed. Moscow: Lenand.
Stachel, John. 1999. Einstein and Infeld, seen through their correspondence. Acta Physica Polonica B 30 (10): 2879–2908.
Tropp, Eduard A., Viktor Ya. Frenkel and Artur D. Chernin. 1993. Alexander A. Friedmann: The man who made the universe expand. Transl. A. Dron and M. Burov. Cambridge: Cambridge University Press.
van Dongen, Jeroen. 2010. Einstein’s unification. Cambridge: Cambridge University Press.
Vizgin, Vladimir P. 1999. The nuclear shield in the ‘thirty-year war’ of physicists against ignorant criticism of modern physical theories. Physics-Uspekhi 42 (12): 1259–1283.
Vladimirova, Larissa F. 2012. Аkademik V. А. Fok: Teoreticheskaya fizika v chistom vide. Moscow: URSS/KRАSАND.
Vucinich, Alexander S. 2001. Einstein and Soviet ideology. Stanford: Stanford University Press.
Author information
Authors and Affiliations
Corresponding author
Editor information
Editors and Affiliations
Rights and permissions
Copyright information
© 2020 Springer Nature Switzerland AG
About this chapter
Cite this chapter
Martinez, JP. (2020). The Fock-Infeld Dispute: An Illustration of the Renaissance of General Relativity in the Soviet Union. In: Blum, A.S., Lalli, R., Renn, J. (eds) The Renaissance of General Relativity in Context. Einstein Studies, vol 16. Birkhäuser, Cham. https://doi.org/10.1007/978-3-030-50754-1_4
Download citation
DOI: https://doi.org/10.1007/978-3-030-50754-1_4
Publisher Name: Birkhäuser, Cham
Print ISBN: 978-3-030-50753-4
Online ISBN: 978-3-030-50754-1
eBook Packages: Physics and AstronomyPhysics and Astronomy (R0)