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1 Dewey, Wittgenstein, and Linguistic Instrumentalism My paper ...

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as the pursuit of what <strong>Dewey</strong> calls “the quest for certainty.” 8<br />

Rorty specifically<br />

challenges Fodor (220 <strong>and</strong> elsewhere).<br />

Quine (1969) writes: “When we turn thus toward a naturalistic view of language<br />

<strong>and</strong> a behavioral view of meaning, what we give up is not just the museum figure of<br />

speech. We give up an assurance of determinacy” (28). He is correct. Quine uses<br />

<strong>Wittgenstein</strong> <strong>and</strong> <strong>Dewey</strong> to develop his own thesis of “ontological” indeterminacy,<br />

which goes far beyond the indeterminacy of ordinary translation:<br />

When . . . we recognize with <strong>Dewey</strong> that “meaning . . . is primarily a property of<br />

behavior,” we recognize that there are no meanings, nor likenesses nor<br />

distinctions of meaning, beyond what are implicit in people’s dispositions to<br />

overt behavior . . . . If by these st<strong>and</strong>ards there are indeterminate cases, so much<br />

the worse for the terminology of meaning <strong>and</strong> likeness of meaning. (29)<br />

In Quine’s “Ontological Relativity,” things turn out much the worse. The cor e of the<br />

argument derives from Quine’s example of an ostensive definition of “rabbit” in a<br />

hypothetical culture that uses “gavagai.” The ontological question is: Does it mean<br />

rabbit, “undetached rabbit part,” “rabbit stage,” or something else (30). The problem is<br />

that ostensive definition regardless of however much we come to agreement in action,<br />

fails to ultimately fix the meaning of “rabbit,” which may have an endless array of<br />

ontological assemblages. Identical twins raised in the same happy home may never be<br />

sure that they are in ontological agreement.<br />

With two such instances of internationally recognized philosophers such as<br />

Quine <strong>and</strong> Rorty not merely noting the similarity, but making extensive use of it to<br />

8

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