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Arvid Båve (2008). A Pragmatic Defense of Millianism.

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    One Dogma of Millianism.Derek Ball & Bryan Pickel - 2014 - Philosophy and Phenomenological Research 88 (1):70-92.
    Millians about proper names typically claim that it is knowable apriori that Hesperus is Phosphorus. We argue that they should claim instead that it is knowable only aposteriori that Hesperus is Hesperus, since the Kripke-Putnam epistemic arguments against descriptivism are special cases of Quinean arguments that nothing is knowable apriori, and Millians have no resources to resist the more general Quinean arguments.
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  2. One Dogma of Millianism.Derek Ball & Bryan Pickel - 2013 - Philosophy and Phenomenological Research 86 (1):70-92.
    Millians about proper names typically claim that it is knowable apriori that Hesperus is Phosphorus. We argue that they should claim instead that it is knowable only aposteriori that Hesperus is Hesperus, since the Kripke-Putnam epistemic arguments against descriptivism are special cases of Quinean arguments that nothing is knowable apriori, and Millians have no resources to resist the more general Quinean arguments.
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  3. Deflationism and the Primary Truth Bearer.Arvid Båve - 2010 - Synthese 173 (3):281 - 297.
    The paper discusses what kind of truth bearer, or truth-ascription, a deflationist should take as primary. I first present number of arguments against a sententialist view. I then present a deflationary theory which takes propositions as primary, and try to show that it deals neatly with a wide range of linguistic data. Next, I consider both the view that there is no primary truth bearer, and the most common account of sentence truth given by deflationists who take propositions as primary, (...)
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  4. A Deflationary Theory of Reference.Arvid Båve - 2009 - Synthese 169 (1):51 - 73.
    The article first rehearses three deflationary theories of reference, (1) disquotationalism, (2) propositionalism (Horwich), and (3) the anaphoric theory (Brandom), and raises a number of objections against them. It turns out that each corresponds to a closely related theory of truth, and that these are subject to analogous criticisms to a surprisingly high extent. I then present a theory of my own, according to which the schema “That S(t) is about t” and the biconditional “S refers to x iff S (...)
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