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Inga Nayding
Princeton University (PhD)
  1. Conceptual evidentialism.Inga Nayding - 2011 - Pacific Philosophical Quarterly 92 (1):39-65.
    Two recent arguments purport to find a new and firmer foundation for evidentialism in the very nature of the concept of belief. Evidentialism is claimed to be a conceptual truth about belief, and pragmatism to be ruled out, conceptually. But can the conclusion of such conceptual arguments be regarded as the denial of pragmatism? The pragmatist traditionally conceived belief through its motivational role. Therefore, when confronted with conceptual evidentialism, the pragmatist should cede the term ‘belief,’ but insist that pragmatism be (...)
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  2. Figurative Language in Explanation.Inga Nayding - 2013 - Disputatio 5 (35):2013.
    Yablo argued that some metaphors are representationally essential: they enable us to express contents that we would not be able to express without them. He defended a fictionalist view of mathematical language by making the case that it similarly serves as a representational aid. Against this, Colyvan argued that metaphorical/figurative language can never play an essential role in explanation and that mathematical language often does, hence concluding that Yablo’s fictionalism is untenable. I show that Colyvan’s thesis about explanation is highly (...)
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  3. Names of Attitudes and Norms for Attitudes.Inga Nayding - 2015 - Disputatio 7 (40):1-24.
    Fictionalists claim that instead of believing certain controversial propositions they accept them nonseriously, as useful make-believe. In this way they present themselves as having an austere ontology despite the apparent ontological commitments of their discourse. Some philosophers object that this plays on a distinction without a difference: the fictionalist’s would-be nonserious acceptance is the most we can do for the relevant content acceptance-wise, hence such acceptance is no different from what we ordinarily call ‘belief’ and should be so called. They (...)
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  4. Positing Existence.Inga Nayding - 2002 - Dissertation, Princeton University
    This thesis aims to challenge the position of a philosopher who thinks that claiming to have a "fictionalist attitude" towards, for example, mathematics, allows him, under certain conditions, both to maintain that mathematics is not true and to use it as one ordinarily would, without offering a paraphrase for it or regarding it as mere symbol-manipulation. The motivation for this position runs along the following lines. Mathematics purports to refer to numbers. Positing existence of such entities is deemed undesirable. Nevertheless, (...)
     
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