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Document Details :

Title: Semantic Minimalism for Logical Constants
Author(s): PAOLI, Francesco
Journal: Logique et Analyse
Volume: 227    Date: 2014   
Pages: 439-461
DOI: 10.2143/LEA.227.0.3053513

Abstract :
In [31], I defended a minimalist account of meaning for logical constants as a way to ward off Quine’s meaning variance charge against deviant logics. Its key idea was that some deviant propositional logics share with classical logic the operational meanings of all their connectives, as encoded in their sequent calculus operational rules, yet validate different sequents than classical logic — therefore, we can have genuine rivalry between logics without meaning variance. In his [19], Ole Hjortland levelled several objections at this view. The aim of this paper is to address these criticisms, highlighting at the same time the rôle played by logical consequence in this version of semantic minimalism.

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