A puzzle about truth and singular propositions
Mind 112 (448):635-651 (2003)
| Abstract | It seems that every singular proposition implies that the object it is singular with respect to exists. It also seems that some propositions are true with respect to possible worlds in which they do not exist. The puzzle is that it can be argued that there is contradiction between these two principles. In this paper, I explain the puzzle and consider some of the ways one might attempt to resolve it. The puzzle is important because it has implications concerning the way we think about the relationship between a proposition and the claim that the proposition is true. | |||||||||
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Paloma Pérez-Ilzarbe (1996). The Doctrine of Descent in Jerónimo Pardo: Meaning, Inference, Truth. In I. Angelelli & M. Cerezo (eds.), Studies on the History of Logic. Walter de Gruyter.
Christopher Menzel (1993). Singular Propositions and Modal Logic. Philosophical Topics 21 (2):113-148.
Kai-Yee Wong (1996). Singular Propositions and the A Priori. Journal of Philosophical Research 21:107-116.
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