When does 'everything' mean everything?

Analysis

Volumn 63, Issue 278, 2003, Pages 100-106

  Rayo, Agustín ^a  

^a UNIVERSITY OF ST ANDREWS   (United Kingdom)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 34247464507     PISSN: 00032638     EISSN: 14678284     Source Type: Journal    
DOI: 10.1111/1467-8284.00018     Document Type: Review

References (28)

1. Boolos, G. 1998a. Logic, Logic and Logic. Cambridge, MA: Harvard
2. Boolos, G. 1998b. A reply to Parsons' 'Sets and classes'. In Boolos 1998a
3. Cartwright, R. 1994. Speaking of everything, Noûs 28: 1-20
4. Dales, H. G. and G. Oliveri, eds. 1998. Truth in Mathematics. Oxford Oxford University Press
5. Dummett, M. 1981. Frege: Philosophy of Language. Cambridge, MA: Harvard Second edition
6. Field, H. 1998. Which undecidable mathematical sentences have determinate truth values? In Dales and Oliveri 1998
7. Repr. in Field 2001
8. Field, H. 2001. Truth and the Absence of Fact, Oxford: Oxford University Press
9. Glanzberg, M. MS. Quantification and realism: everything gets bigger and better
10. Grice, P. 1989a. Logic and conversation
11. In Grice 1989b
12. Grice, P. 1989b. Studies in the Ways of Words. Cambridge, MA: Harvard University Press
13. McGee, V. 2000. 'Everything'. In Sher and Tieszen 2000
14. Parsons, C. 1974. Sets and classes. Noûs 8: 1-12
15. Repr. in Parsons 1983
16. Parsons, C. 1983. Mathematics in Philosophy. Ithaca, NY: Cornell University Press
17. Putnam, H. 1980. Models and reality. The Journal of Symbolic Logic 45 464-82
18. Quine, W. V. 1968. Ontological relativity. Journal of Philosophy 65 185-212
19. Repr. in Quine 1969
20. Quine, W. V. 1969. Ontological Relativity and Other Essays. New York Columbia University Press
21. Rayo, A. 2002. Word and objects. Noûs 36: 436-64
22. Rayo, A. and G. Uzquiano. 1999. Toward a theory of second-order consequence. The Notre Dame Journal of Formal Logic 40: 315-25
23. Rayo, A. and T. Williamson. Forthcoming. A completeness theorem for unrestricted first-order languages. In Liars and Heaps, ed. Jc. Beall. Oxford: Oxford University Press
24. Sher, G. and R. Tieszen, eds. 2000. Between Logic and Intuition. New York and Cambridge: Cambridge University Press
25. Stanley, J. and Z. G. Szabó. 2000. On quantifier domain restriction. Mind and Language 15:219-61
26. Williamson, T. 1999. Existence and contingency. Proceedings of the Aristotelian Society Suppl. Vol. 73: 181-203
27. Repr. with printer's errors corrected in Proceedings of the Aristotelian Society 2000, 100: 321-43 (117-39 in unbound edition)
28. Williamson, T. MS. Unrestricted quantification