The Open UniversitySkip to content

Multiple property models of lexical categories

Smith, Mark (2011). Multiple property models of lexical categories. Linguistics, 49(1) pp. 1–51.

DOI (Digital Object Identifier) Link:
Google Scholar: Look up in Google Scholar


In multiple property models of lexical categories, the assignment of a word to a lexical category is determined by a set of properties associated with that category. Specifically, if a word displays a sufficient number of properties associated with a given category, it will be assigned to that category. The current article critically evaluates multiple property models of lexical categories. In particular, it focuses on a multiple property model recently developed by Aarts (Syntactic gradience: The nature of grammatical indeterminacy, Oxford University Press, 2007b) and a variety of other such models. It is argued that multiple property models encounter problems in four key areas. Firstly, they struggle to determine an appropriate set of lexical categories and to provide coherent accounts of the nature and function of such categories. Secondly, they encounter difficulties in determining the properties that define categories and in determining features of properties such as whether they should be weighted or not. Thirdly, a variety of problems arise when multiple property models combine words, properties and categories together. Finally, multiple property models fail to account for crosslinguistic data. It is concluded that multiple property models do not provide viable accounts of lexical categories.

Item Type: Journal Item
Copyright Holders: 2011 Walter de Gruyter
ISSN: 1613-396X
Academic Unit/School: Faculty of Arts and Social Sciences (FASS) > Psychology
Faculty of Arts and Social Sciences (FASS)
Research Group: Innovation, Knowledge & Development research centre (IKD)
Item ID: 30866
Depositing User: Mark Smith
Date Deposited: 04 Jan 2012 10:06
Last Modified: 19 Dec 2017 09:52
Share this page:


Altmetrics from Altmetric

Citations from Dimensions

Actions (login may be required)

Policies | Disclaimer

© The Open University   contact the OU