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Relativized MinimalityVolume 16 (Linguistic Inquiry Monographs, 16)
Format: Paperback
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This monograph presents an important extension of government-binding theory in syntax.
This monograph presents an important extension of government-binding theory in syntax. It offers a new characterization of locality in the theory of government through a relativization of the Minimality Principle, and it explores the consequences of this approach for the Empty Category Principle and the analysis of a variety of empirical domains, including intervention effects, That-trace phenomena, and argument/adjunct asymmetries. The final part of the book is devoted to a new interpretation of the argument/adjunct asymmetries that arise in various extraction processes. Referential indices, a fundamental ingredient of the binding relation, are restricted to occur on referential arguments, as in Chomsky's original proposal. This natural restriction has the surprising effect of capturing the major argument-adjunct asymmetries in a straightforward manner while permitting a radical simplification of the Empty Category Principle.
Format: Paperback
Published: 1990
Pages: 160
Publisher: MIT Press
ISBN: 9780262680615
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Condition Descriptions
Our conditions mean the following:
- New - a brand new book
- Almost New - appears new but is actually secondhand.
- Very Good - only minor imperfections such as minor scuffs to edge or cover or a price written in pencil or shop sticker.
- Standard Secondhand - Clearly been read before, but not too bad. We do not recommend these for gifting. Spines usually creased. Could also include creases or folds to cover, some writing such as in the cover or elsewhere, underlining or highlighting, but might not do. Possibly some stains or marks. Similar in general to books in any secondhand shop or charity shop.
- Poor Condition - Usually this will have a specific problem such as writing inside, water damage, missing dust jacket, heavy staining, large creases or cuts. These are readable copies but not nice ones. On other websites this condition is called 'Acceptable' or 'Fair' , but we want to be more honest.
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