Abstract

Plural definite descriptions across many languages display two well-known properties. First, they can give rise to so-called non-maximal readings, in the sense that they ‘allow for exceptions’ (Mary read the books on the reading list, in some contexts, can be judged true even if Mary didn’t read all the books on the reading list). Second, while they tend to have a quasi-universal quantificational force in affirmative sentences (‘quasi-universal’ rather than simply ‘universal’ due to the possibility of exceptions we have just mentioned), they tend to be interpreted existentially in the scope of negation (a property often referred to as homogeneity, cf. Löbner in Linguist Philos 23:213–308, 2000). Building on previous works (in particular Krifka in Proceedings of SALT VI, Cornell University, pp 136–153, 1996 and Malamud in Semant Pragmat, 5:1–28, 2012), we offer a theory in which sentences containing plural definite expressions trigger a family of possible interpretations, and where general principles of language use account for their interpretation in various contexts and syntactic environments. Our theory solves a number of problems that these previous works encounter, and has broader empirical coverage in that it offers a precise analysis for sentences that display complex interactions between plural definites, quantifiers and bound variables, as well as for cases involving non-distributive predicates. The resulting proposal is briefly compared with an alternative proposal by Križ (Aspects of homogeneity in the semantics of natural language, University of Vienna, 2015), which has similar coverage but is based on a very different architecture and sometimes makes subtly different predictions.

Highlights

  • Plural definite descriptions across many languages display two well-known properties

  • Contrary to most of the previous works, we provide an explicit recursive semantics that generates the input of the application of pragmatic principles that allows us to deal adequately with sentences containing bound plural pronouns and co-referential expressions

  • Our account belongs to a class of theories in which the semantic meaning of definite plurals is somehow underspecified and where some pragmatic principle plays a role in choosing between different possible meanings (Krifka 1996; Lasersohn 1999; Winter 2001; Malamud 2012, and, in a way, Brisson 1998; see Dalrymple et al 1994, 1998; Sabato and Winter 2012 for the same in connection with reciprocals.)

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Summary

Introduction

Plural definite descriptions across many languages display two well-known properties They can give rise to so-called non-maximal readings, in the sense that they ‘allow for exceptions’. The sentence in (1), in some contexts, can be judged true even if there are a few of the relevant books that Mary didn’t read While they give rise to a quasi-universal interpretation in affirmative sentences (‘quasiuniversal’ rather than ‘universal’ due to the possibility of exceptions that we have just mentioned), they tend to be interpreted existentially in the scope of negation, as illustrated in (2)—a phenomenon that is known in the literature as homogeneity. We would like to derive these two properties (homogeneity and non-maximality) from (i) an adequate semantics for sentences that contain definite descriptions, and (ii) general principles of language use.

Semantic underdetermination: previous accounts
From the SMH to truth on all readings
Non-maximality and candidate interpretations
Malamud’s proposal
Collective predicates
Semantic underdetermination: our account
The proper form of candidates
Capturing non-maximality
Upward homogeneity
Homogeneity and downward-entailing contexts
Motivation and provisional conclusion
Recursive semantics
Desiderata
Logical forms
Compositional semantics
The ingredients of plural predication
Adverbial all
Other quantifiers
A note on restrictors and restrictive relative clauses
Coreferential expressions
Coordinated predicates
Open problems
Functional non-maximality
Overt questions
39 Compare the much more natural:
Conclusion
Full Text
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