Strict Readings
| Abstract | This essay is a contribution to the discussion, now going on for many years, concerning what sorts of identity relations should be represented in the syntax and semantics of formal grammar and what properties those relations should have. In what follows, I will use the neutral cover term coconstrual to refer identity relations of one sort or another between nominals when no particular syntactic or semantic analysis is presupposed (among which are dependent identity, covaluation and coreference). The central claim made here is (I), with its consequence in (Ia) and the far-from-innocent background assumption in (II). Most of my argumentation is designed to establish (Ia) to argue that it should be understood as the natural consequence of (I) and with respect to strict readings in ellipsis contexts. Although I will also argue for (II), I rely on Safir (2004b) for a more general defense of it. | |||||||||
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Mehmet Elgin (2006). There May Be Strict Empirical Laws in Biology, After All. Biology and Philosophy 21 (1):119-134.
Maria Bittner & Ken Hale (1995). Remarks on Definiteness in Warlpiri. In Emmon Bach, Eloise Jelinek, Angelika Kratzer & Barbara Partee (eds.), Quantification in Natural Languages. Kluwer.
Robert Kirk (1982). Physicalism, Identity, and Strict Implication. Ratio 24 (December):131-41.
Fabrice Correia (2001). Priorean Strict Implication, Q and Related Systems. Studia Logica 69 (3):411-427.
Claudio Cerrato (1994). Natural Deduction Based Upon Strict Implication for Normal Modal Logics. Notre Dame Journal of Formal Logic 35 (4):471-495.
Lyn Frazier & Charles Clifton (2006). Ellipsis and Discourse Coherence. Linguistics and Philosophy 29 (3):315 - 346.
Ken Safir (2005). Abandoning Coreference. In José Luis Bermúdez (ed.), Thought, Reference, and Experience: Themes From the Philosophy of Gareth Evans. Clarendon Press.
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