How mathematics can make a difference
Journal article
Baron, Sam, Colyvan, Mark and Ripley, David. (2017). How mathematics can make a difference. Philosophers' Imprint. 17(3), pp. 1 - 19.
Authors | Baron, Sam, Colyvan, Mark and Ripley, David |
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Abstract | Standard approaches to counterfactuals in the philosophy of explanation are geared toward causal explanation. We show how to extend the counterfactual theory of explanation to non-causal cases, involving extra-mathematical explanation: the explanation of physical facts (in part) by mathematical facts. Using a structural equation framework, we model impossible perturbations to mathematics and the resulting differences made to physical explananda in two important cases of extra-mathematical explanation. We address some objections to our approach. |
Year | 2017 |
Journal | Philosophers' Imprint |
Journal citation | 17 (3), pp. 1 - 19 |
Publisher | University of Michigan Press |
ISSN | 1533-628X |
Scopus EID | 2-s2.0-85018406072 |
Web address (URL) | http://hdl.handle.net/2027/spo.3521354.0017.003 |
Open access | Open access |
Page range | 1 - 19 |
Research Group | Dianoia Institute of Philosophy |
Publisher's version | License |
Place of publication | United States of America |
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https://acuresearchbank.acu.edu.au/item/8q891/how-mathematics-can-make-a-difference
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