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  1. Replacing truth.Kevin Scharp - 2007 - Inquiry: An Interdisciplinary Journal of Philosophy 50 (6):606 – 621.
    Of the dozens of purported solutions to the liar paradox published in the past fifty years, the vast majority are "traditional" in the sense that they reject one of the premises or inference rules that are used to derive the paradoxical conclusion. Over the years, however, several philosophers have developed an alternative to the traditional approaches; according to them, our very competence with the concept of truth leads us to accept that the reasoning used to derive the paradox is sound. (...)
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  2. Philosophy as the Study of Defective Concepts.Kevin Scharp - 2019 - In Alexis Burgess, Herman Cappelen & David Plunkett (eds.), Conceptual Engineering and Conceptual Ethics. New York, USA: Oxford University Press. pp. 396-416.
    Abstract: From familiar concepts like TALL and TABLE to exotic ones like GRAVITY and GENOCIDE, they guide our lives and are the basis for how we represent the world. However, there is good reason to think that many of our most cherished concepts, like TRUTH, FREEDOM, KNOWLEDGE, and RATIONALITY are defective in the sense that the rules for using them are inconsistent. This defect leads those who possess these concepts into paradoxes and absurdities. Indeed, I argue that many of the (...)
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  3. Replies to Bacon, Eklund, and Greenough on Replacing Truth.Kevin Scharp - 2019 - Inquiry: An Interdisciplinary Journal of Philosophy 62 (4):422-475.
    ABSTRACTAndrew Bacon, Matti Eklund, and Patrick Greenough have individually proposed objections to the project in my book, Replacing Truth. Briefly, the book outlines a conceptual engineering project – our defective concept of truth is replaced for certain purposes with a team of concepts that can do some of the jobs we thought truth could do. Here, I respond to their objections and develop the views expressed in Replacing Truth in various ways.
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  4. Truth and expressive completeness.Kevin Scharp - 2009 - In Reading Brandom.
    Robert Brandom claims that the theory of meaning he presents in Making It Explicit is expressively complete—i.e., it successfully applies to the language in which the theory of meaning is formulated. He also endorses a broadly Kripkean approach to the liar paradox. I show that these two commitments are incompatible, and I survey several options for resolving the problem.
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