Topics in EllipsisTopics in Ellipsis

Topics in Ellipsis

Paperback | February 11, 2010

Pricing and Purchase Info

$62.50

Earn 313 plum® points

Prices and offers may vary in store

Quantity:

In stock online

Ships free on orders over $25

Not available in stores

about

Ellipsis occurs when certain portions of a sentence are not spoken - for example 'Mary has read more books than Bill has [read books]' and 'Jack called, but I don't know where [he called] from'. These constructions interest linguists because the meaning of the sentence cannot be traced directly to the words it contains. This volume brings together a team of leading syntacticians to propose new and original solutions to some key questions in the study of ellipsis: What characterises ellipsis? Under what conditions is it possible? What kinds of meanings are allowed to go unspoken? Drawing on a variety of authentic constructions, they examine ellipsis in the context of a range of syntactic phenomena such as binding, raising, anaphora, movement and scrambling. Making significant progress towards solving some central problems in syntactic theory, this volume will be of key interest to anyone working on theoretical syntax, semantics and psycholinguistics.
Title:Topics in EllipsisFormat:PaperbackProduct dimensions:308 pages, 9.02 × 5.98 × 0.71 inShipping dimensions:9.02 × 5.98 × 0.71 inPublished:February 11, 2010Language:English

The following ISBNs are associated with this title:

ISBN - 10:0521131049

ISBN - 13:9780521131049

Reviews

Table of Contents

1 Introduction Kyle Johnson; 2. VP Ellipsis and constraints on interpretation Daniel Hardt; 3. Direct compositionality and variable-free semantics: the case of antecedent contained deletion Pauline Jacobson; 4. The view of QR from ellipsis Kyle Johnson; 5. Argument contained ellipsis Chris Kennedy; 6. Variable island repair under ellipsis Jason Merchant; 7. On binding scope and ellipsis scope Winfried Lechner; 8. The silent content of bound variable pronouns Uli Sauerland; 9. A step-by-step guide to ellipsis resolution Satoshi Tomioka; 10. Shared constituents and linearisation Chris Wilder.