Approximate truth and descriptive nesting
Erkenntnis 68 (2):213 - 224 (2008)
| Abstract | There is good reason to suppose that our best physical theories, quantum mechanics and special relativity, are false if taken together and literally. If they are in fact false, then how should they count as providing knowledge of the physical world? One might imagine that, while strictly false, our best physical theories are nevertheless in some sense probably approximately true. This paper presents a notion of local probable approximate truth in terms of descriptive nesting relations between current and subsequent theories. This notion helps explain how false physical theories might nevertheless provide physical knowledge of a variety that is particularly salient to diachronic empirical inquiry | |||||||||
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Ernest W. Adams (1982). Approximate Generalizations and Their Idealization. PSA: Proceedings of the Biennial Meeting of the Philosophy of Science Association 1982:199 - 207.
Thomas Weston (1992). Approximate Truth and Scientific Realism. Philosophy of Science 59 (1):53-74.
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