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Approximations, Idealizations, and Models in Statistical Mechanics

Chuang Liu
Erkenntnis (1975-)
Vol. 60, No. 2 (Mar., 2004), pp. 235-263
Published by: Springer
Stable URL: http://www.jstor.org/stable/20013255
Page Count: 29
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Approximations, Idealizations, and Models in Statistical Mechanics
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Abstract

In this paper, a criticism of the traditional theories of approximation and idealization is given as a summary of previous works. After identifying the real purpose and measure of idealization in the practice of science, it is argued that the best way to characterize idealization is not to formulate a logical model -- something analogous to Hempel's D-N model for explanation -- but to study its different guises in the praxis of science. A case study of it is then made in thermostatistical physics. After a brief sketch of the theories for phase transitions and critical phenomena, I examine the various idealizations that go into the making of models at three difference levels. The intended result is to induce a deeper appreciation of the complexity and fruitfulness of idealization in the praxis of model-building, not to give an abstract theory of it.

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