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By Hans Bennis, Pierre Pica & Johan Rooryck (ed.)

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B): A = B a b c d 2 Noncoref(A. B): A ;t B Disjoint(A. B): A f"'I B = 0 Partial-Overlap(A, B): (A f"'I B ;t 0) A (A ;t B) I n the case of singular NPs. their denotata will thus be singletons; cf. also footnote 1 4 . Since we are not concerned here with presenting a compositional translation from syntactic representation to semantic interpretation. treating referential NPs as denoting sets of individuals is most convenient for our purposes. SPLIT ANTECEDENTS. NONCOREFERENCE. AND DRT 3 The following examples illustrate each of these relations in tum, obtaining in each case between the italicized NPs: ( 2) ( 3) a Mary believes John is proud of her.

OUf analysis can be viewed as one way of working out the hypothesis stated by Chomsky (1993:43 [ 1 995: 2 1 1]) that "binding conditions hold only at the LF interface," taking DRT to be the theory of this interface. 1 Lasnik's theory of referential relations The starting point for Lasnik's theory of anaphoric relations is the behavior of referential NPs and the kinds of relations they enter into. He addresses two questions: (i) what referential relations can, must, and cannot obtain between two or more NPs in a single sentence; and (ii) what theoretical vocabulary is necessary to account for the answer to question (i).

4) a Mary is proud of them. b The students are proud of her. (5 ) a Mary believes John is proud of them. b The students believe John is proud of them. Concerning question (i). according to Lasnik noncoreference must-and hence coreference cannot-obtain in (3). while disjoint reference must-and hence partially overlapping reference cannot-obtain in (4). g. Chomsky 1 98 1 . 1986 for detailed discussion). In addition, the obligatoriness holds only if the antecedent c-conunands the pronoun; thus in the following examples, noncoreference and disjoint reference are not required.

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Atomism and Binding by Hans Bennis, Pierre Pica & Johan Rooryck (ed.)

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