The price of universality

Philosophical Studies

Volumn 129, Issue 1, 2006, Pages 137-169

  Uzquiano, Gabriel ^a  

^a OHIO STATE UNIVERSITY   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 33746148124     PISSN: 00318116     EISSN: 15730883     Source Type: Journal    
DOI: 10.1007/s11098-005-3018-6     Document Type: Article

References (26)

1. Boolos, George (1984): To be is to be a Value of a Variable (or to be some values of some variables)', The Journal of Philosophy 81, 430-449 Reprinted in Boolos (1998).
2. Boolos, George (1989): 'Iteration Again', Philosophical Topics 17, 5-21 Reprinted in Boolos (1998).
3. Boolos, George (1998): Logic, Logic and Logic, Harvard, Cambridge: Massachusetts.
4. Burgess, John (2004): 'E Pluribus unum: Plural Logic and Set Theory', Philosophia Mathematica 12(3), 193-221.
5. Cantor, Georg (1955): Contributions to the Founding of the Theory of Trans Finite Numbers, New York, NY: Dover.
6. Hazen, Allen P. (2004): 'Hypergunk', The Monist 87(3), 323-337.
7. Koppelberg, S. (1981): 'General Theory of Boolean Algebras', in Monk (1989).
8. Lewis, David (1991): Parts of Classes, Oxford: Blackwell.
9. McDaniel, Kris (2004): 'Modal Realism with Overlap', Australasian Journal of Philosophy 82, 137-152.
10. McGee, Vann (1997): 'How we Learn Mathematical Language', Philosophical Review 106, 35-68.
11. Monk, Donald (1989): Handbook of Boolean Algebras, 1, North Holland: Amsterdam.
12. Nolan, Daniel (2002): Topics in the Philosophy of Possible Worlds, New York, NY: Routledge.
13. Potter, Michael (2004): Set Theory and Its Philosophy, Oxford: Oxford University Press.
14. Rayo, Agustin and Uzquiano, Gabriel (1999): Toward a Theory of Second-Order Consequence', The Notre Dame Journal of Formal Logic 40, 315-325.
15. Rosen, Gideon (1995): 'Armstrong on Classes as States of Affairs', Australasian Journal of Philosophy 73(4), 613-625.
16. Shapiro, Stewart (1991): Foundations Without Foundationalism: A Case for Second-Order Logic, Oxford: Clarendon Press.
17. Sher, Gila and Tieszen, Richard (eds.) (2000): Between Logic and Intuition. New York, Cambridge: Cambridge University Press.
18. Tarski, Alfred (1929): 'Foundations of the Geometry of Solids', in Alfred Tarski (ed.), Logic, Semantics and Metamathematics, 2nd edition. 1983. Indianapolis: Hackett, pp. 24-29.
19. Tarski, Alfred (1935): 'On the Foundations of the Boolean Algebra', in Alfred Tarski (ed.), Logic, Semantics and Metamathematics, 2nd edition. 1983. Indianapolis: Hackett, pp. 320-341.
20. Uzquiano, Gabriel (2003): 'Plural Quantification and Classes', Philosophia Mathematica 11(3), 67-81.
21. Van Heijenoort, Jean (ed.) (1967): From Frege to Godel. Cambridge, MA: Harvard University Press.
22. Vann McGee (2000): 'Everything', in Sher and Tieszen (2000) 54-78.
23. Williamson, Timothy (2003): 'Everything', Philosophical Perspectives 17: Linguistics and Philosophical Linguistics. Oxford: Blackwell, pp. 415-465.
24. Zermelo, Ernst (1908): 'Untersuchungen über die Grundlagen der Mengenlehre I', Mathematische Annalen, 65, 261-281.
25. English translation by Stefan Bauer-Mengelberg, 'Investigations in the Foundations of Set Theory I', in Van Heijenoort (1967).
26. Zimmerman, Dean (1996): 'Could Extended Objects be made of Simple Parts? An Argument for Atomless Gunk', Philosophy and Phenomenological Research 56, 1-29.