Abstract

If ‘a’ and‘b’are (proper) names and if the meaning of a name is exhausted by its referent, how can‘a = a’differ in cognitive value from‘a = b’if‘a = b’is true? This is Frege's famous puzzle and Bezuidenhout reconstructs it using demonstrative NPs in place of names, i.e.: This X is that X.’Her solution is to posit the‘truth-conditional relevance’of the de re modes of presentation of such expressions. My major objection is that Bezuidenhout's examples are such that the NP to the right of the copula is anaphoric rather than demonstrative and cannot, therefore, support her argument.