Not few but all quantifiers can be negated: Towards a referentially transparent semantics of quantified noun phrases

Authors

  • Andy Lücking Université de Paris and Goethe University Frankfurt Author
  • Jonathan Ginzburg Université de Paris and Institut Universitaire de France Author

Abstract

The main concern of this paper is to introduce not as a noun phrase negation oper ator. It is used in order to compositionally derive structures such as not(many)(bicycles). However, noun phrase negation is part of a much larger account of plural semantics and quantification, guided by the notion of referential transparency. Therefore the paper splits into two parts: the first part gives a minimal background on a referential transparent NP semantics. A foundation of the semantics of plural count nouns in terms of ordered set bipartitions is given. This includes as a side effect a significant reduction in the number of possible quantifier denotations and a derivation of the conservativity universal. The second part deals with not and how it interacts with an negation and anaphoric accessibility.

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Published

2019-12-01

Issue

Section

Conference Proceedings

How to Cite

Lücking, A., & Ginzburg, J. (2019). Not few but all quantifiers can be negated: Towards a referentially transparent semantics of quantified noun phrases. Proceedings of the Amsterdam Colloquium, 269-278. https://platform.openjournals.nl/PAC/article/view/22039