Abstract
In a letter to Marvin Farber, Husserl wrote, “External ‘influences’ are without significance . . . Really, my course was already marked out by the Philosophie der Arithmetik, and I could do nothing other than to proceed further.”1 This self-interpretation on the part of Husserl is contradicted by a familiar account of Husserl’s philosophical development. According to this latter account, Husserl began with a “psychologistic” philosophy of arithmetic in particular, but also of logic and epistemology. It was under Frege’s influence, especially as a consequence of Frege’s sharp 1894 review of his early work on the philosophy of arithmetic, that Husserl rejected his own psychologism, and was led to the conception of a pure logic. This widely accepted story has two further sidelights: in the first place, although eventually Husserl came to share Frege’s anti-psychologism, unlike Frege he thought he could logically refute psychologism while Frege neither refuted psychologism nor thought any such refutation possible without begging the issue. Secondly, in spite of the zealous anti-psychologism of the Prolegomena, Husserl had not understood the full force and all the implications of Frege’s philosophy of logic, and so, not surprisingly, relapsed into a version of psychologism which he dignified by the name “transcendental phenomenology.”
First read in a symposium in memory of Marvin Farber at the State University of New York, Buffalo in March, 1982. Since then the paper has been read, in a German version, at the Universities of Tübingen, Mainz, Bochum, Trier and Leuven.
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Notes
M. Farber, The Foundation of Phenomenology (Cambridge, Mass.: Harvard University Press, 1943), p. 17.
J.N. Mohanty, “Husserl and Frege: A New Look at their Relationship,” Research in Phenomenology V (1975); Reprinted in J.N. Mohanty (Ed.), Readings on Edmund Husserl’s Logical Investigations (The Hague: M. Nijhoff, 1977), pp. 22–32. See also Husserl and Frege (Indiana University Press, 1982), for more on this entire topic.
See esp. M. Sukale, Comparative Studies in Phenomenology (The Hague: M. Nijhoff, 1976), esp. Ch. 1.
For example, in Philosophie der Arithmetik (referred as PA below), Husserliana Vol. XII (hereafter Hua), Husserl wrote: “… the numbers in themselves, i.e. the actual numbers that are in general inaccessible to us.” (p. 260, English translation mine). Also cf. PA, p. 223.
E. Husserl, Logical Investigations, English translation by J.N. Findlay (New York: Humanities Press, 1970), Vol. I, p. 652ff.
E. Husserl, Logical Investigations, English translation by J.N. Findlay (New York: Humanities Press, 1970) Ibid., Vol. I, Foreword to the First Edition.
E. Husserl, Logical Investigations, English translation by J.N. Findlay (New York: Humanities Press, 1970) Ibid., Vol. I, p. 43.
Dagfinn Føllesdal asks this question in his response to my “Husserl and Frege,” (see footnote 2 above); Føllesdal, “Husserl’s Conversion from Psychologism and the Vorstellung-Meaning Distinction,” in: A Dreyfus (Ed.), Husserl, Intentionality, and Cognitive Science (M.I.T. Press, 1982). For my response, see my Husserl and Frege (Indiana University Press, 1982), p. 133.
D. Willard, Logic and the Objectivity of Knowledge: A Study in Husserl’s Early Philosophy (Athens, Ohio: Ohio University Press, 1984),
and J. Philip Miller, Numbers in Presence and Absence: A Study of Husserl’s Philosophy of Mathematics (The Hague: M. Nijhoff, 1982).
Logical Investigations I, p. 179 fn.
W.R. Boyce Gibson, “From Husserl to Heidegger: Excerpts from a 1928 Freiburg Diary,” ed. H. Spiegelberg, Journal of the British Society f or Phenomenology 2 (1971), p. 58–83.
G. Frege, Der Gedanke in: G. Patzig (Ed.), Logische Untersuchungen (Göttingen: Vandenhoeck & Ruprecht, 1966), p. 30.
G. Frege, Basic Laws of Arithmetic, English translation by M. Furth (Berkeley: University of California Press, 1964), p. 13.
Logical Investigations I, pp. 262-e.
Cf. P.F. Linke, “Frege als Philosoph,” Zeitschrift für philosophische Forschung 1 (1946–1947), pp. 75–79.
G. Frege, Posthumous Writings, English translation by P. Long & R. White (Chicago: University of Chicago Press, 1979), p. 145.
Logical Investigations I, p. 42.
P. Natorp, “On the Question of Logical Method,” English translation by J.N. Mohanty, in: Readings on Husserl’s Logical Investigations.
E. Husserl, Formal and Transcendental Logic, English translation by D. Cairns (The Hague: M. Nijhoff, 1969), paragraph 57b.
M. Foucault, The Order of Things: An Archaeology of the Human Sciences (New York: Vintage Books, 1973), p. 318.
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Mohanty, J.N. (1985). Husserl, Frege and the Overcoming of Psychologism. In: The Possibility of Transcendental Philosophy. Phaenomenologica, vol 98. Springer, Dordrecht. https://doi.org/10.1007/978-94-009-5049-8_1
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