Abstract
Two hundred years ago Friedrich Schleiermacher (See Wellmon 2006) modified Kant’s notion of anthropology—‘hermeneutically,’ as he said—so as to make it inclusive of the tribes that Captain Cook found in the South Sea Islands. This paper honors the late Joseph J. Kockelmans for making a similar hermeneutic move to update Kant’s notion of natural science so as to make it inclusive of the phenomenological lifeworld (For ‘lifeworld,’ see Husserl’s The Crisis of European Sciences and Transcendental Philosophy, 1954, 121–148, and the ‘lifeworld’ theme throughout the Crisis.) syntheses of classical, relativity, and quantum physics. The new synthesis is in fact not alien to the views of some of the founders of quantum mechanics, notably Eugene Wigner, John von Neumann, Paul Dirac, Werner Heisenberg—possibly even Albert Einstein. In this hermeneutical move, the ‘observer’ is ‘embodied consciousness,’ and ‘measure-numbers’ represent ‘observable presence.’ The new theoretical synthesis of physics is a representation of a physical system as a dynamic Hilbert Vector Space; empirical ‘observables’ are represented by projection operators, each of which maps a subspace of definite measurable values. Among these projection operators, some pairs are ‘complementary’ and share a common subspace of the Hilbert Space where they can be precisely measured together in a common laboratory setting. Some pairs, however, are ‘non-complementary’ and do not share a common subspace; these lead to Uncertainty Principles of the quantum mechanical kind. The quantum notion of an “observable” introduces into the discursive language of physics the common sense lifeworld notion of “contextuality.” This analysis completes Husserl’s analysis of science in the Crisis, so well articulated and developed by Kockelmans (See Kockelmans’ contributions to the phenomenology of natural science in Kockelmans and Kisiel (1970)).
NOTES ON SOURCES: Some of the sources used in this paper are listed in the references below. Most of the referenced Heelan texts can be found on the website, https://gushare.georgetown.edu/heelanp/ or http://fordham.bepress.com/phil_research/. In the field of mathematics and theoretical physics, I have learned from my physics mentors: from the lectures of Erwin Schrödinger and John Synge on classical non-Euclidean geometries, and from personal communications with and the publications of Nobelists Eugene Wigner (cf. 1963, 1967) and Werner Heisenberg (cf. 1950) on the role of subjectivity in assessing the rationality of the quantum theory. I have also profited from discussions on cognitive science with Karl Pribram and his writings (cf. 1971, 1991) on the building of a scientific model of human embodied consciousness. In linguistics, I have learnt much about language from my colleague in German Linguistics, Heidi Byrnes at Georgetown University. I owe a special debt to Babette Babich, at Fordham University, my former student, who has been a constant partner in scholarship for many years. These, among many others too numerous to mention, are the principal dialogical and dialectical sources of the rational heuristic I have used to explore the nature of the human consciousness and the Spirit that raises it up above pure Nature.
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Notes
- 1.
Ibid, 67.
- 2.
I am a physicist who studied (1946–1948) relativistic cosmology with Erwin Schrödinger and John Synge at the Dublin Institute for Advanced Studies; later I studied as a post-doc (1960–1962) in high-energy quantum physics with Eugene Wigner at Princeton; and in 1962–1964, I visited frequently with Werner Heisenberg in Munich while writing a book on Heisenberg’s philosophy of science (Heelan 1965). Out of my many discussions with them, I developed an interest in the way these three Nobel Prize physicists, interested in Husserl’s philosophy, attributed a fundamental role to human consciousness in quantum physics.
- 3.
- 4.
See ibid, Kockelmans (1970b).
- 5.
See ibid, Kockelmans and Kisiel (1970).
- 6.
Heisenberg contributed an essay on the Uncertainty Principle to a Festschrift to honor Heidegger on his 70th birthday.
- 7.
- 8.
The terms “perception” and “observation” are used in this article as synomynous.
- 9.
Donald (2001), 75.
- 10.
For an excellent guide to Husserl, see Welton (2000).
- 11.
All of these are linked with the ancient Greek and scholastic tradition through Bernard Lonergan’s reflection on the transcendental process of meaning-making, and the importance of what he calls, ‘interiority’ Lonergan ([1957] 1992, [1972] 1990); ‘interiority’ is the awareness of oneself as being an embodied consciousness and as such, the Governor of one’s Mental Life.
- 12.
See Kisiel (1970b); also Heidegger (1962). The scholastic tradition is a bridge that connects the classical tradition and phenomenology; for this reason, I find Bernard Lonergan helpful; see Lonergan ([1957] 1992).
- 13.
See Heelan (1983/1987).
- 14.
See Gibson (1979).
- 15.
Ibid.
- 16.
See Heelan (1983/1988), passim, and the Appendix in which the history of the geometry of curved visual spaces is presented.
- 17.
Gibson found the hypothesis was reasonable in the light of biological evolution; that many everyday phenomena seemed to support it, and that the laboratory scientific made by H. von Helmholtz (c. 1876) and others such as R. Luneburg, A. Blank, T. Indow, J. M. Foley and others provide positive evidence.
- 18.
- 19.
The Visual Space of our early human ancestors was constituted by a nearby virtually Euclidean zone that Arnheim (1974) called the ‘Newtonian Oasis,’ and a far zone that surrounds it where the depth of field diminishes rapidly to zero Heelan (1972, 1983, [1983] 1988), Part I and Appendix; Luneburg (1947, 1985). In theory, the non-Euclidean geometry of natural human visual space can be derived a priori from stereoscopy. The characteristics of this general structure have been confirmed by testing (Luneburg 1947, 1895 ; Heelan 1972, 1983, [1983] 1988).
- 20.
See Berthoz and Petit (2008).
- 21.
- 22.
See Lonergan (1957/1992).
- 23.
See Hadot (2006), Chap. 1.
- 24.
For the purposes of this paper, I do not distinguish between “concept” and “category.”
- 25.
I use the terms “invariant,” “likeness,” and “symmetry” interchangeably; they define the same group-theoretical quality which remains constant despite merely perspectival changes— represented usually by group-theoretic transformation laws of space and time.
- 26.
- 27.
Kisiel and Kockelmans address these philosophical questions from within the language of Husserl and Heidegger; I approach them here from the scientific side, showing how scientists have failed to reach out hermeneutically beyond their models and their “data” in order to re-discover what is ontologically present but hidden in the measured “datum”; ref. Kisiel and Kockelmans (1970), especially Kisiel (1970c) and Kockelmans (1970b).
- 28.
See Tomasello (1999).
- 29.
- 30.
Husserl makes an important distinction between (1).‘experience’ which is intentional in relation to ontological reality and the core of the pure phenomenology of experience, and (2). ‘experience’ which is ‘inner consciousness/perception’ and the content of the former, see Husserl (1970a), Investigation V, 542–545. See also Cassirer (1944).
- 31.
See Tomasello (1999).
- 32.
- 33.
- 34.
For the hermeneutic foundations of mathematics, it is worth looking at Lakoff and Nunez (2000).
- 35.
- 36.
- 37.
The terms ‘extension’ and ‘intension’ belong to mathematics and classical logic; extension connotes quantitative meanings (numbered or spatio-temporal), intension connotes cognitional (conceptual, logical) meanings. However, contrast this with the term ‘intention,’ differing slightly in spelling, on which account it is regularly confused with ‘intension.’ ‘Intention’ connotes purpose or intent and is related to action and experience. A derivative term, ‘intentionality,’ is central to a kind of philosophy that deals with how the meanings we make involve human action and experience. This is the philosophical ‘phenomenology’ associated with Edmund Husserl, Maurice Merleau-Ponty, and Martin Heidegger.
- 38.
- 39.
See Heelan ([1983] 1988), Appendix.
- 40.
- 41.
- 42.
- 43.
- 44.
- 45.
See Beller (1999).
- 46.
See Szanton (1992), 309.
- 47.
Wigner was also the brother-in-law of Dirac, and a schoolboy chum of von Neumann in his native Hungary.
- 48.
See Scott and Moleski (2005).
- 49.
Szanton (1992), 111; see also 308–309.
- 50.
For these insights, Dirac received the Nobel Prize in physics in 1933; Wigner, for his part, in 1963.
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Heelan, P.A. (2014). Consciousness, Quantum Physics, and Hermeneutical Phenomenology. In: Babich, B., Ginev, D. (eds) The Multidimensionality of Hermeneutic Phenomenology. Contributions to Phenomenology, vol 70. Springer, Cham. https://doi.org/10.1007/978-3-319-01707-5_7
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