What Can Armstrongian Universals Do for Induction?

Philosophia 49 (3):1145-1161 (2020)
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Abstract

David Armstrong argues that necessitation relations among universals are the best explanation of some of our observations. If we consequently accept them into our ontologies, then we can justify induction, because these necessitation relations also have implications for the unobserved. By embracing Armstrongian universals, we can vindicate some of our strongest epistemological intuitions and answer the Problem of Induction. However, Armstrong’s reasoning has recently been challenged on a variety of grounds. Critics argue against both Armstrong’s usage of inference to the best explanation and even whether, by Armstrong’s own standards, necessitation relations offer a potential explanation of this explanandum, let alone the best explanation. I defend Armstrong against these particular criticisms. Firstly, even though there are reasons to think that Armstrong’s justification fails as a self-contained defence of induction, it can usefully complement several other answers to Hume. Secondly, I argue that Armstrong’s reasoning is consistent with his own standards for explanation.

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Author's Profile

William Peden
Johannes Kepler University of Linz

References found in this work

Counterfactuals.David K. Lewis - 1973 - Malden, Mass.: Blackwell.
How the laws of physics lie.Nancy Cartwright - 1983 - New York: Oxford University Press.
What is a Law of Nature?D. M. Armstrong - 1983 - New York: Cambridge University Press. Edited by Sydney Shoemaker.
Inference to the Best Explanation.Peter Lipton - 1991 - London and New York: Routledge/Taylor and Francis Group.
Nature's Metaphysics: Laws and Properties.Alexander Bird - 2007 - New York: Oxford University Press.

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