Order:
See also
Eileen S. Nutting
University of Kansas
  1. Constitutive Essence and Partial Grounding.Eileen S. Nutting, Ben Caplan & Chris Tillman - 2018 - Inquiry: An Interdisciplinary Journal of Philosophy 61 (2):137-161.
    Kit Fine and Gideon Rosen propose to define constitutive essence in terms of ground-theoretic notions and some form of consequential essence. But we think that the Fine–Rosen proposal is a mistake. On the Fine–Rosen proposal, constitutive essence ends up including properties that, on the central notion of essence, are necessary but not essential. This is because consequential essence is closed under logical consequence, and the ability of logical consequence to add properties to an object’s consequential essence outstrips the ability of (...)
    Direct download (6 more)  
     
    Export citation  
     
    Bookmark   1 citation  
  2.  71
    Benacerraf, Field, and the agreement of mathematicians.Eileen S. Nutting - 2020 - Synthese 197 (5):2095-2110.
    Hartry Field’s epistemological challenge to the mathematical platonist is often cast as an improvement on Paul Benacerraf’s original epistemological challenge. I disagree. While Field’s challenge is more difficult for the platonist to address than Benacerraf’s, I argue that this is because Field’s version is a special case of what I call the ‘sociological challenge’. The sociological challenge applies equally to platonists and fictionalists, and addressing it requires a serious examination of mathematical practice. I argue that the non-sociological part of Field’s (...)
    Direct download (2 more)  
    Translate
     
     
    Export citation  
     
    Bookmark  
  3.  31
    The Limits of Reconstructive Neologicist Epistemology.Eileen S. Nutting - 2018 - Philosophical Quarterly 68 (273):717-738.
    Wright claims that his and Hale’s abstractionist neologicist project is primarily epistemological in aim. Its epistemological aims include establishing the possibility of a priori mathematical knowledge, and establishing the possibility of reference to abstract mathematical objects. But, as Wright acknowledges, there is a question of how neologicist epistemology applies to actual, ordinary mathematical beliefs. I take up this question, focusing on arithmetic. Following a suggestion of Hale and Wright, I consider the possibility that the neologicist account provides an idealised reconstruction (...)
    Direct download (3 more)  
     
    Export citation  
     
    Bookmark