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Koyré, Cassirer and the History of Science

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Abstract

The history of science is a highly promising field of inquiry for contemporary scholarship. Alexandre Koyré and Ernst Cassirer are among the major protagonists of the twentieth century and offer an interesting perspective in understanding the development of the history of science in relation to the history of philosophical ideas. The aim of this paper is to show several crucial aspects of both Koyré’s and Cassirer’s work, particularly concerning the role of Platonism in the rise of modern science and the concept of “scientific revolution” underlying their historical analysis. According to the author, it is nonetheless impossible to distinguish Koyré’s and Cassirer’s own reconstructions of modern science from their respective philosophical backgrounds, which belong to very different philosophical traditions such as Husserlian phenomenology and Marburg neo-Kantianism.

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Notes

  1. 1.

    Koyré 1979. The book is dedicated to Léon Brunschvicg and Étienne Gilson . Before his “conversion” to history of science, Koyré had already composed, during his early stay in Paris, several essays on the German mystical currents in the sixteenth century (Koyré 1971b). See also Koyré (2016, pp. 61–69).

  2. 2.

    Ivi, p. 255. Koyré disagrees with Burtt for having considered the metaphysical assumptions of scientific theories as mere “scaffoldings” that allow for the theories’ constructions. According to Koyré, by contrast, modern science rests not provisionally but intrinsically on metaphysical, permanent assumptions.

  3. 3.

    Koyré 1943, p. 400. “The dissolution of the Cosmos […]: this seems to me to be the most profound revolution achieved or suffered by the human mind since the invention of the Cosmos by the Greeks” (Ivi, p. 404).

  4. 4.

    On this topic see the recent contribution of Ferrarin (2014, pp. 90–116).

  5. 5.

    Koyré 1965, p. 114. See also the remarks about Henry More in Koyré (1957, p. 126), where Koyré underlines that More’s great merit consisted in having provided “some of the most important elements of the metaphysical framework” of modern science. More “succeeded – Koyré states – in grasping the fundamental principle of the new ontology, the infinitization of space , which he asserted with an unflinching and fearless energy”. An interpretation of More that is very similar to that of Koyré was already offered by Burtt (1954, pp. 141–142). But the first historian interested in both More’s theory of space and metaphysics was Ernst Cassirer (see below footnote 14). Note that Koyré 1935 nourished indeed another opinion about More’s relevance in opening the path to Newtonian science (see below footnote 24).

  6. 6.

    Koyré refers in particular to Crombie (1953). Crombie’s interpretation of modern science as, to certain extent, a linear development of Medieval science was already illustrated in his well-known and influential book Augustine to Galileo (Crombie 1952), which Koyré quotes in his essay (Koyré 1973, p. 62, footnote 2). Koyré’s criticism towards both Duhem’s and Crombie’s thesis concerning the “continuity ” in history of science has been recently questioned by Biard (2016).

  7. 7.

    An attempt to interpret the scientific revolution as the outcome of a more general change, both social and historical in early modern time , was provided at the end of the 1940s by Butterflied (1949).

  8. 8.

    This objection is formulated, albeit with some precaution, by Koyré (1946).

  9. 9.

    Indeed, Meyerson was in utter disagreement with the Marburg School and, specifically (as we shall see below), with Cassirer’s rejection of the concept of substance (Meyerson 1951, pp. 443–445, p. 491). Note that Koyré, for his part, was totally in contrast with Marburg neo-Kantianism in what concerns the interpretation of Kant’s thing in itself, which he considered not an infinite task à la Cohen (unendliche Aufgabe) but rather as the realistic, “ metaphysical” ground in perceiving appearances (Koyré 2016, p. 228).

  10. 10.

    Cohen 1885, pp. 93–110. An illuminating overview is offered by (Natorp 1912).

  11. 11.

    I am referring especially to Natorp (1882a, b, c, 1985). The importance of Natorp’s early historical work is extensively illustrated in Sieg (1994).

  12. 12.

    See in particular Natorp (1994). The decisive role played by the epistemological interpretation of Plato’s theory of ideas within the Marburg neo-Kantianism is undoubtedly crucial to understanding its interpretation of the modern mathematical science of nature. A fine survey is available in the noteworthy book by Lembeck (1994). See also Servois (2004).

  13. 13.

    Surprisingly enough, Cassirer is only incidentally quoted by Cohen 1994, p. 11.

  14. 14.

    See, in particular, the section of the Problem of Knowledge devoted to the long scientific and philosophical road “from Newton to Kant” (Cassirer 1910–1911, II, pp. 372–397). Here Cassirer deals with thinkers who, at that time , were little known such as Henry More . In addition, he bases his inquiry on the handbooks on mechanics published in the age of Newton’s triumph. Obviously, the history of science has since made enormous progress in this field of research, but Cassirer’s outstanding work remains a pioneering example that even today demands closer consideration.

  15. 15.

    On Cassirer and Lovejoy, see Meyer 2006, pp. 234–235. In his opus magnum, Lovejoy never refers to Cassirer’s Problem of Knowledge or any other works by him, though Lovejoy does quote the two volumes of Leibniz’s writings edited by Cassirer and Artur Buchenau (Leibniz 1904–1906) and (Lovejoy 1936, p. 349, footnote 1). Moreover, Lovejoy had already published a review of this Leibniz edition (Lovejoy 1906). The question of whether Lovejoy was indeed influenced in some way by Cassirer’s interpretation of Leibniz remains still open for discussion.

  16. 16.

    See in particular Cassirer 1942a, b, 1943.

  17. 17.

    Brunschvicg 1993, especially p. 262; see also p. 205, where Brunschvicg quotes Cassirer’s book on Leibniz and laments the fact that both Bertrand Russell and Louis Couturat failed entirely to understand “l’exactitude fondamentale et la profondeur” of this illuminating work.

  18. 18.

    Brunschvicg 1936. Koyré himself had been invited to collaborate to the volume in honour of Cassirer. Unfortunately, he did not accept because he had no contribution ready for publication (Zambelli 2016, p. 183).

  19. 19.

    I refer to Meyerson (1911). See also Meyerson (1951, p. 439), where he states that epistemology cannot be separated from ontology, as both constitute a fundamental unity. Meyerson’s work is analysed at length by Fruteau de Laclos (2009; see also Fruteau de Laclos 2014 and Jorland 1981, pp. 23–70).

  20. 20.

    An overview of this issue is offered by Seidengart (1995).

  21. 21.

    A minor, but not marginal, disagreement regards specifically the status of the law of inertia as Galileo and Descartes conceived of it (Koyré 1939, pp. 8–9, pp. 90–91).

  22. 22.

    Koyré 1939, p. 215. Koyré adds: “Galileo’s Platonism means also, in Cassirer’s eyes, that Galileo has given the predominance both of function and law over being and substance (ibidem).

  23. 23.

    “It is the pure thought without mixture and not the sense experience that lies at the core of Galileo’s ‘new science’” (Koyré 1973, p. 210).

  24. 24.

    See, for instance, Koyre’s critical review of Cassirer’s book on the Cambridge Platonist (Cassirer 1932), where Koyré contends that Henry More as well as the other exponents of the School of Cambridge was rather connected to Florentine Neo-Platonism representing, Koyré maintains, a “reactionary” orientation (Koyré 1935, p. 146).

  25. 25.

    Cassirer 1940, p. 290, p. 297. According to Eugenio Garin , Cassirer is wrong in proposing this distinction, since “ mathematical Platonism and mystique of numbers” are quite similar (Garin 2007, p. 312).

  26. 26.

    Koyré 1973, p. 212 and Koyré 1943, p. 425, footnote 64. In this footnote Koyré refers to the distinction between two different traditions of Platonism that Brunschvicg had rightly proposed (Brunschvicg 1993, pp. 67–70). See, by contrast , Burtt 1954, p. 68.

  27. 27.

    Koyré 1943, p. 428. Koyré’s interpretation of Galileo is discussed with shrewdness by Galluzzi (1994).

  28. 28.

    Cassirer 1946, p. 351. One must remember that Cassirer clearly disagrees with John Randall’s opinion, according to which the Aristotelianism of Padua would have exercised a decisive influence on Galileo.

  29. 29.

    Natorp 1882b. In particular, Natorp underlined that Galileo’s references to Plato could be considered as proof of his greater commitment to the mathematical laws of “mechanics” than to a purely geometrical Platonism (Ivi., p. 206).

  30. 30.

    Kuhn 1970a, p. VI. Regarding Kuhn and Meyerson, see Friedman (2002), especially pp. 31–34 as well as Friedman (2005, p. 80). Finally, Friedman (2010) focuses on Cassirer and Kuhn. The topic Kuhn and Koyré is discussed by Ferrari (2016).

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Acknowledgements

I would like to warmly thank Shimon Shemtov and Natalia Iacobelli for having helped me with the English corrections of this paper.

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Ferrari, M. (2018). Koyré, Cassirer and the History of Science. In: Pisano, R., Agassi, J., Drozdova, D. (eds) Hypotheses and Perspectives in the History and Philosophy of Science. Springer, Cham. https://doi.org/10.1007/978-3-319-61712-1_9

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