Abstract

Quine’s negative theses about meaning and analyticity are well known, but he also defends a positive account of these notions. I explain what his negative and positive views are, and argue that Quine’s positive account of meaning entails that two of his most famous doctrines, namely the claim that there are no analytic statements and the indeterminacy of translation thesis, are false. But I show that the falsity of these doctrines doesn’t affect his criticisms of traditional conceptions of meaning. This is because the class of analytic statements that his account of meaning enables us to isolate is of no philosophical interest, and because we can hold that translation is determined without admitting that meaning is.