Laplacean determinism in the light of physical theories of classical mechanics
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Abstract
There has been a long-standing debate in philosophical literature about the relationship of predictability and determinism. Some philosophers have claimed that determinism implies predictability; some have claimed the opposite and the others that there are no direct implication relations between these two concepts. According to the above, there are various notions of determinism and predictability at work in the philosophical literature. In contrast, in scientific tradition, the belief that any deterministic system is predictable has long history and is based on the power of the intuitions lying behind the concept of physical determinism, confirmed by many experiments. In this essay, the author focuses on the Laplacean vision for determinism and predictability (or more precisely on what he takes to be such a vision). While many forms of predictability are inconsistent with this vision, he argues that a suitably modified notion of predictability, defined within a framework of model notion of physical determinism, is implied by the Laplacean concept of determinism and, after some modifications, by other modern theories in physics, chemistry and related sciences. It is also argued, that such modified concept of predictability is consistent with common practice of scientists, and any attempt to find out whether a given scientific theory is deterministic, should be accompanied by careful analysis and appropriate modification of constituent elements of modern notion of determinism.
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Koleżyński, A. (2007). Laplacean determinism in the light of physical theories of classical mechanics. Philosophical Problems in Science (Zagadnienia Filozoficzne W Nauce), (40), 59–75. Retrieved from https://zfn.edu.pl/index.php/zfn/article/view/283
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References
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Stone, M.A., [1989], “Chaos, Prediction and Laplacean Determinism”, American Philosophical Quarterly 26, 123–31.
Atmanspacher, H., and Kronz, F. K., [1999], “Relative Onticity”, [in:] On Quanta, Mind and Matter: Hans Primas in Context, H. Atmanspacher, A. Amann, and U. Müller-Herold (eds.), Dordrecht: Kluwer Academic Publishers, pp. 273–294.
Bishop, R. C., [2002], “Deterministic and Indeterministic Descriptions”, [in:] Between Chance and Choice, A. Atmanspacher and R.C. Bishop (eds.), Thorverton: Imprint Academic, pp. 5–31.
Bishop, R. C., [2003], “On Separating Predictability and Determinism”, Erkenntnis 58: 169–188.
d’Espagnat, B., [1994], Veiled Reality: An Analysis of Present-Day Quantum Mechanical Concepts, Reading, MA: Addison-Wesley.
Earman, J., [1986], Primer on Determinism, University of Western Ontario Series in the Philosophy of Science, Vol. 32, D. Reidel Publishing Company.
Kellert, S.H., [1993], In the Wake of Chaos, University of Chicago Press.
Laplace, P.S. de, [1812], Essai philosophique sur les probabilites.
Maxwell, J.C., [1873], Does the Progress of Physical Science Tend to Give Any Advantage to the Opinion of Necessity (or Determinism) over that of the Contingency of Events and the Freedom of the Will?.
Poincaré, H., [1903/1952], Science et Methode, Flammarion, Paris 1903; [tłum. ang.:] Science and Method, New York: Dover, p. 68 (1952).
Popper, K., [1950], “Indeterminism in Quantum Physics and in Classical Physics”, The British Journal for the Philosophy of Science 1, 117–133.
Primas, H., [1990], “Mathematical and Philosophical Questions in the Theory of Open and Macroscopic Quantum Systems”, [in:] Sixty-Two Years of Uncertainty, A. Miller (ed.), New York: Plenum, pp. 233–57.
Primas H., [1994], “Endo- and Exotheories of Matter”, [in:] Inside Versus Outside, H. Atmanspacher and G. Dalenroot (eds.), Berlin: Springer-Verlag, pp. 163–93.
Scheibe, E., [1964/1973], The Logical Analysis of Quantum Mechanics, Oxford: Pergamon Press.
Stone, M.A., [1989], “Chaos, Prediction and Laplacean Determinism”, American Philosophical Quarterly 26, 123–31.