The Conventional Status of Idealizations in Physical Theories
Abstract
The objective of this paper consists in to propose and try to support the thesis that the idealizations in the field of physics have a conventional status. In order to get that, I pursue, to some extend, Poincaré´s reasoning about the conventional status of the diverse geometries, euclidean and no-euclidean, to give an argumentation in favor of that the idealized suppositions on which rest both laws formulation and model construction have neither a necessary character nor an empirical basis: instead, they are conventions. That is, the unrealistic, counterfactual, suppositions in physics are adopted since they are convenient in order to obtain a conceptualization in certain mode of systems and processes, relatively to the physical theory in question. This proposal finds support in the thesis that there are idealizations which are neither removed by realistic suppositions nor reducible to experience.
References
Armstrong, David M. (1983). What is a Law of nature? Cambridge: Cambridge University Press.
Bailer-Jones, Daniela M. (2009). Scientific Models in Philosophy of Science. Pittsburg: Pittsburg University Press.
Ben-Menahem, Yemina (2006). Conventionalism. Cambridge: Cambridge University Press.
Bird, Alexander (2005). “The Dispositional Conception of Laws”. Foundations of Science 10, pp. 353-370.
Cartwright, Nancy (1983). How the Laws of Physics Lie. Oxford: Clarendon Press.
Cartwright, Nancy (1989). Nature´s Capacities and their Measurement. Oxford: Oxford University Press.
Chakravartty, Anjan (2001). “The Semantic or Model-Theoretic View of Theories and Scientific Realism”. Synthese 127, pp. 325-345.
De Donato Rodríguez, Xavier (2011). “Idealization within a Structuralist Perspective”. Metatheoria 1(2), pp. 65-90.
Dretske, Fred (1977). Laws of Nature. Philosophy of Science 44(2), pp. 248-268.
Giedymin, Jerzy (1982). Science and Convention. Oxford: Pergamon Press.
Kuhn, Thomas S. (1970). La estructura de las revoluciones científicas. 2ª. ed., trad. Carlos Solís, México: Fondo de Cultura Económica.
Liu, Chuang (2004). “Laws and Models in a Theory of Idealization”. Synthese 138, pp. 363-385.
McMullin, Ernan (1985). “Galilean Idealization”. Studies in the History and Philosophy of Science 16(3), pp. 247-273.
Nowak, Leszek (1992). “The Idealizational Approach to Science: A Survey”. Idealization: Approximation and Truth. Eds. J. Brzezinski & L. Nowak. Amsterdam/Atlanta: Poznan Studies in the Philosophy of the Sciences and Humanities, Vol. 25. Pp. 9-63.
Moulines, C. Ulises (1982). Exploraciones metacientíficas. Madrid: Alianza Universidad.
Poincaré, Henri (1902). “Non-Euclidean Geometries and the Non-Euclidean World”. Readings in the Philosophy of Science. Eds. H. Feigl & M. Brodbeck (1953). New York: Appleton-Century-Crofts. Extractos de los capítulos III y V de Science and Hypothesis. Trad. G. B. Halsted. 1953, pp. 171-180.
Poincaré, Henri (1905). The Value of Science, Trad. G. B. Halsted, Cambridge: Cambridge University Press, 1913.
Portides, Demetris P. (2005). “A Theory of Scientific Model Construction: The Conceptual Process of Abstraction and Concretisation”, Foundations of Science 10, pp. 67-88.
Rolleri, José Luis (2013). “Idealized Laws and Explanatory Models”. Teorema, XXXII(2), pp. 5-27.
Rolleri, José Luis (2021). “Realismo versus conceptualismo”, Disputatio, Philosophical Research Bulletin 10, no. 16, pp. 27-46.
Reichenbach, Hans (1928). The Philosophy of Space and Time. Trad. M. Reichenbach & J. Freund. New York: Dover, 1958.
Shoemaker, Sidney (1998). “Causal and Metaphysics Necessity”. Pacific Philosophical Quarterly 79, pp. 59-77.
Suppes, Patrick (1960). “A comparison of the meaning and uses of models in mathematics and the empirical sciences”. Synthese 12, pp. 287-301.
Suppes, Patrick (1967). “What is a Scientific Theory?” Philosophy of Science Today. Ed. S. Morgenbesser. New York: Basic Books, pp. 55-67.
Swoyer, Chris (1982). “The Nature of Natural Laws”. Australian Journal of Philosophy 60, pp. 203-223.
Tarski, Alfred (1953). “A General Method in Proofs of Undecidability”. Undecidable Theories. Ed. A. Tarski et al. Amsterdam: North-Holland, pp. 1-35.
Van Fraassen, Bas (1991). Laws and Symmetry. Oxford: Oxford University Press.
Woodward, James (1982). “Realism about Laws”. Erkenntnis 36, pp. 181-218.
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