Free quantification and logical invariance
Rivista di Estetica 33 (1):61-73 (2007)
| Abstract | Henry Leonard and Karel Lambert first introduced so-called presupposition-free (or just simply: free) logics in the 1950’s in order to provide a logical framework allowing for non-denoting singular terms (be they descriptions or constants) such as “the largest prime” or “Pegasus” (see Leonard [1956] and Lambert [1960]). Of course, ever since Russell’s paradigmatic treatment of definite descriptions (Russell [1905]), philosophers have had a way to deal with such terms. A sentence such as “the.. | |||||||||
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Denis Bonnay (2006). Logicality and Invariance. Bulletin of Symbolic Logic 14 (1):29-68.
Karel Lambert (2001). From Predication to Programming. Minds and Machines 11 (2):257-265.
Robert K. Meyer, Ermanno Bencivenga & Karel Lambert (1982). The Ineliminability of E! In Free Quantification Theory Without Identity. Journal of Philosophical Logic 11 (2):229 - 231.
Gregory Landini (2005). Quantification Theory in *8 ofPrincipia Mathematicaand the Empty Domain. History and Philosophy of Logic 26 (1):47-59.
Karel Lambert (ed.) (1991). Philosophical Applications of Free Logic. Oxford University Press.
Karel Lambert (2003). Free Logic: Selected Essays. New Yorkcambridge University Press.
Karel Lambert (1964). Notes on “E!” IV: A Reduction in Free Quantification Theory with Identity and Descriptions. Philosophical Studies 15 (6):85--88.
Karel Lambert (1987). On the Philosophical Foundations of Free Description Theory. History and Philosophy of Logic 8 (1):57-66.
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