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The paper presents an additional argument for a specific account of semantic binding: the flat-binding analysis. The argument is based on observations concerning sloppy interpretations in verb phrase ellipsis when the binder is not the subject of the elided VP. In one such case, it is important that one of the binders belong to the domain of the other. This case can be derived from the flat-binding analysis as is shown in the paper, while it is unclear how to account for it within other analyses of semantic binding.
Irene Heim in unpublished work proposed a new syntax-semantics interface for propositional attitude reports based on an ontology without transworld individuals, but counterpart functions instead. We show that the approach can capture the 'de re'/'de dicto' distinction, but makes different predictions from accounts with transworld individuals. Specifically, the account uses a non-invertible counterpart functions: a single individual in an alternative world can be the counterpart of many individuals of the real world. The directionality of counterpart functions predicts that a 'de dicto' interpreted DP cannot be an argument of a 'de re' interpreted predicate. We show that the predicted restriction is corroborated by existing work on restrictions on 'de re' interpretation. The derivation of constraints on 'de re' interpretation argues empirically for the counterpart ontology and Heim’s implementation thereof.
The paper presents an additional argument for a specific account of semantic binding: the flat-binding analysis. The argument is based on observations concerning sloppy interpretations in verb phrase ellipsis when the binder is not the subject of the elided VP. In one such case, it is important that one of the binders belong to the domain of the other. This case can be derived from the flat-binding analysis as is shown in the paper, while it is unclear how to account for it within other analyses of semantic binding.
In this paper, I revisit the arguments against the use of fuzzy logic in linguistics (or more generally, against a truth-functional account of vagueness). In part, this is an exercise to explain to fuzzy logicians why linguists have shown little interest in their research paradigm. But, the paper contains more than this interdisciplinary service effort that I started out on: In fact, this seems an opportune time for revisiting the arguments against fuzzy logic in linguistics since three recent developments affect the argument. First, the formal apparatus of fuzzy logic has been made more general since the 1970s, specifically by Hajek [6], and this may make it possible to define operators in a way to make fuzzy logic more suitable for linguistic purposes. Secondly, recent research in philosophy has examined variations of fuzzy logic ([18, 19]). Since the goals of linguistic semantics seem sometimes closer to those of some branches of philosophy of language than they are to the goals of mathematical logic, fuzzy logic work in philosophy may mark the right time to reexamine fuzzy logic from a linguistic perspective as well. Finally, the reasoning used to exclude fuzzy logic in linguistics has been tied to the intuition that p and not p is a contradiction. However, this intuition seems dubious especially when p contains a vague predicate. For instance, one can easily think of circumstances where 'What I did was smart and not smart.' or 'Bea is both tall and not tall.' don’t sound like senseless contradictions. In fact, some recent experimental work that I describe below has shown that contradictions of classical logic aren’t always felt to be contradictory by speakers. So, it is important to see to what extent the argument against fuzzy logic depends on a specific stance on the semantics of contradictions. In sum then, there are three good reasons to take another look at fuzzy logic for linguistic purposes.
In at least three environments—de se binding, distributive binding, and focus quantification—some presuppositions exhibit unexpectedly weak projection behavior. This holds for the presuppositions of bound pronouns, but also several other cases of presupposition. In this paper, I first describe a general approach to capture the interaction of presuppositions with quantificational operators within a multi-tiered evaluation procedure. Secondly I discuss data from Condition A, in particular non-bound occurrences of reflexives, that motivate a presuppositional account of Condition A and confirm the general approach.
Proportional determiner quantifiers in German allow interpretations that violate the conservativity universal of Keenan and Stavi (1986). I argue for an analysis that distinguishes between surface syntax and the logical form of sentences. I show that in surface syntax, German non-conservative quantifiers are determiners that form a constituent with a noun phrase and share case and agreement properties with the noun phrase. But I propose that at logical form the non-conservative determiners undergo an adverbialization movement and are interpreted by a mechanism that generalizes focus-a ected quantification of Herburger (2000). This result refines the understanding of conservativity as a constraint on interpretation.