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Willard Van Orman Quine

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148 peter hylton<br />

Chapter 16 of his Introduction to Mathematical Philosophy (London:<br />

George Allen and Unwin, 1919). Note that <strong>Quine</strong> uses it to show the possibility<br />

of eliminating all names. Russell’s concern was with the elimination<br />

only of those names that name objects with which we are not<br />

acquainted. In the end, however, Russell comes to hold that we are<br />

acquainted with almost none of what we ordinarily think of as objects;<br />

from some points of view, the net result is not so far from <strong>Quine</strong>, though<br />

there are great differences along the way.<br />

14. We can, of course, form sentences such as ‘(∃x)(∃y)(x is an object. y is<br />

a property. x has y)’; but in this sentence the predicative work is done<br />

by ‘has’. The issue here, in any case, is whether every sentence using a<br />

predicate is thereby committed to the existence of properties. Whether<br />

there might be some limited class of sentences of which this is true is a<br />

different question; <strong>Quine</strong>’s answer is the same, though his reasons are<br />

not.<br />

15. This is not to say that <strong>Quine</strong> rejects all abstract entities. On the contrary,<br />

he accepts the existence of classes. But this is because any convenient<br />

statement of our knowledge will include sentences that explicitly quantify<br />

over classes. It is not because a naturalistic account of how we use<br />

and understand such sentences postulates causal contact between us<br />

and classes: It does not.<br />

16. This passage is from TPT 9; it overlaps, to a large extent, a passage from<br />

FM 160.<br />

17. <strong>Quine</strong> says explicitly, “I use ‘science’ broadly,” and he includes psychology,<br />

economics, sociology, and history among the “softer sciences” (FSS<br />

49). I follow this usage.<br />

18. Some critics have tried to make out a difference in <strong>Quine</strong>’s use of these<br />

two phrases, but <strong>Quine</strong> himself intends no such difference. See RPR 459.<br />

19. I hope it is unnecessary to stress that the treatment of Carnap given<br />

here is very cursory and, inevitably, does not do justice to the force of<br />

his position.<br />

20. See The Logical Syntax of Language (London: Routledge & Kegan Paul,<br />

1937; first published in German, 1934), esp. 51–2; see also Carnap’s<br />

“Intellectual Autobiography,” in The Philosophy of Rudolf Carnap,<br />

ed. Paul Arthur Schilpp (La Salle, Ill.: Open Court, 1963), 54–5.<br />

21. See, e.g., CLT 396, RR78–80, PTb 55–6, and esp. RGH 207.<br />

22. In “Analyticity and the Indeterminacy of Translation” (Synthese [52]:<br />

1982, 167–84), 1 argue that <strong>Quine</strong>’s arguments against the epistemological<br />

significance of the distinction are to a large extent separable from<br />

his claims that there is no distinction.<br />

23. It is clear at this point that talk of “language” here is not exactly talk<br />

of languages in the ordinary sense. Modern scientific French, German,<br />

Cambridge Companions Online © Cambridge University Press, 2006

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