A Theory of Distributed Number
Authors
The objective of this book is to develop a deeper understanding of the form and interpretation of number. Using insights from Generative syntax and Distributed Morphology, we develop a theory of distributed number, arguing that number can be associated with several functional heads and that these projections exist depending on the features they specify. In doing so, we make a strong claim for a close mapping between the syntactic structure and the semantics in the noun phrase, since each node corresponds to a different interpretation of number. Despite some technical implementations, the book is accessible to linguists working outside any particular syntax-semantic framework, since we propose generalizations that are applicable in many, if not all, models of grammar. The book focuses on Arabic, but also discusses a number of languages including English, French, Ojibwe, Blackfoot, Hebrew, Japanese, Korean, Chinese, Turkish, Persian, and Western Armenian.
[Linguistik Aktuell/Linguistics Today, 269] 2021. xi, 153 pp.
Publishing status: Available
© John Benjamins
Table of Contents
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List of tables | pp. vii–12
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Preface | pp. x–14
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Abbreviations | pp. xi–16
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Chapter 1. Introduction | pp. 2–25
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Chapter 2. The nP domain | pp. 28–37
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Chapter 3. The lower NumP domain | pp. 40–60
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Chapter 4. The higher NumP domain | pp. 62–78
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Chapter 5. Broken plurals and interpretation | pp. 80–101
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Chapter 6. Bare plurals | pp. 104–111
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Chapter 7. Number and diachrony | pp. 114–135
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Chapter 8. Conclusions
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Bibliography | pp. 139–150
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Index | p. 151
Cited by
Cited by 2 other publications
Jaradat, Abdulazeez & Marwan Jarrah
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Subjects
Main BIC Subject
CFK: Grammar, syntax
Main BISAC Subject
LAN009060: LANGUAGE ARTS & DISCIPLINES / Linguistics / Syntax