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박승배

Park, Seungbae
Philosophy of Science Lab.
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Can mathematical objects be causally efficacious?

Author(s)
Park, Seungbae
Issued Date
2019-03
DOI
10.1080/0020174X.2018.1432412
URI
https://scholarworks.unist.ac.kr/handle/201301/22884
Fulltext
http://www.tandfonline.com/doi/full/10.1080/0020174X.2018.1432412
Citation
INQUIRY-AN INTERDISCIPLINARY JOURNAL OF PHILOSOPHY, v.62, no.3, pp.247 - 255
Abstract
Callard argues that it is metaphysically possible that a mathematical object, although abstract, causally affects the brain. I raise the following objections. First, a successful defence of mathematical realism requires not merely the metaphysical possibility but rather the actuality that a mathematical object affects the brain. Second, mathematical realists need to confront a set of three pertinent issues: Why a mathematical object does not affect other concrete objects and other mathematical objects, what counts as a mathematical object and how we can have knowledge about an unchanging object.
Publisher
ROUTLEDGE JOURNALS
ISSN
0020-174X
Keyword (Author)
Mathematical causalismmathematical objectmathematical realism

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