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James E Davies

Biographic Data

ID5996948
NAMEJames E Davies
GIVEN NAMESJames E
FAMILY NAMEDavies
SIGNATUREDAVIES J E
AFFILIATIONSUniversity of Toronto
VERIFIEDNo
TOTAL WORKS2
TOTAL CITATIONS1
WORKS AS AUTHOR2
WORKS AS EDITOR0
FIRST PUBLICATION YEAR2019
LATEST PUBLICATION YEAR2019
H-INDEX1
  • Towards a theory of singular thought about abstract mathematical objects

    Open Access•J Davies, James E Davies•ARTICLE•Synthese•2019•References: 27

  • On the Varieties of Abstract Objects

    J Davies, James E Davies•ARTICLE•Australasian Journal of Philosophy•2019•Cited by: 1•References: 2

    I reconcile the spatiotemporal location of repeatable artworks and impure sets with the non-location of natural numbers despite all three being varieties of abstract objects. This is possible because, while the identity conditions for all three can be given by abstraction principles, in the former two cases spatiotemporal location is a congruence for the equivalence relation featuring in the relevant principle, whereas in the latter it is not. I …

  • On the Varieties of Abstract Objects

    J Davies, James E Davies•ARTICLE•Australasian Journal of Philosophy•2019•Cited by: 1•References: 2

    I reconcile the spatiotemporal location of repeatable artworks and impure sets with the non-location of natural numbers despite all three being varieties of abstract objects. This is possible because, while the identity conditions for all three can be given by abstraction principles, in the former two cases spatiotemporal location is a congruence for the equivalence relation featuring in the relevant principle, whereas in the latter it is not. I …

  • Towards a theory of singular thought about abstract mathematical objects

    Open Access•J Davies, James E Davies•ARTICLE•Synthese•2019•References: 27

  • On the Varieties of Abstract Objects

    J Davies, James E Davies•ARTICLE•Australasian Journal of Philosophy•2019•Cited by: 1•References: 2

    I reconcile the spatiotemporal location of repeatable artworks and impure sets with the non-location of natural numbers despite all three being varieties of abstract objects. This is possible because, while the identity conditions for all three can be given by abstraction principles, in the former two cases spatiotemporal location is a congruence for the equivalence relation featuring in the relevant principle, whereas in the latter it is not. I …

Philosophy and Theoretical Science (2 works) · Abstraction (1 work) · Aesthetic Perception and Analysis (1 work) · Artificial Intelligence (1 work) · Artificial Intelligence (1 work) · Cognitive science (1 work) · Computer Science (1 work) · Congruence (geometry (1 work) · Congruence relation (1 work) · Epistemology (1 work)

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