25 research outputs found

    Ranges: composite measure phrases, modified numerals, and choice functions

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    Range expressions such asbetween 3 and 8,from 3 to 8, and3 through 8 resemble modified numerals such asat least 3and have sometimes been mentioned under that rubric. This paper shows that they are crucially different in their distribution, the readings available to them, and their behavior with respect to quantifiers, and more generally that they have an intricate grammar of their own. We distinguish three classes of readings they can receive: singleton punctual readings, on which they often give rise to ignorance inferences; set punctual readings, which arise chiefly in the scope of quantifiers; and interval readings, where the range is interpreted exhaustively. We propose an analysis on which range expressions denote choice functions over degrees, which can in the right circumstances be parameterized

    Zero, Null Individuals, and Nominal Semantics in Cantonese

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    It has been convincingly argued that English zero provides evidence for introducing null individuals into the ontology of natural language (Bylinina & Nouwen 2018). We examine ‘zero’ in Cantonese, where it provides evidence that such null individuals are a matter of crosslinguistic variation. Cantonese zero has a more restricted distribution. It occurs widely in a number of contexts, but it is systematically ruled out with ordinary classifiers. These facts, coupled with assumptions about the nature of measurement and nominal semantics, demonstrate despite its extensive use in the language, zero is impossible in precisely the uses that require null individuals. Cantonese seems to be telling us that such null individuals are simply absent from its ontology, implying an interesting difference in natural language metaphysics between the languages—and perhaps a different perspective on what theoretical shape crosslinguistic variation can take

    "Almost" and Its Kin, Across Categories

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    Wholes and Their Covers

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    Size Adjectives and Adnominal Degree Modification

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    Percentages, Relational Degrees, and Degree Constructions

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    Comparatives and equatives are usually assumed to differ only in that comparatives require that one degree be greater than another, while equatives require that it be at least as great. Unexpectedly, though, the interpretation of percentage measure phrases differs fundamentally between the constructions. This curious asymmetry is, we suggest, revealing. It demonstrates that comparatives and equatives are not as similar as one might have thought. We propose an analysis of these facts in which the interpretation of percentage phrases follows straightforwardly from standard assumptions enriched with two additional ones: that percentage phrases denote "relational degrees" (type ) and that the equative morpheme is uninterpreted.
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