Free Download Optimality Theory (Cambridge Textbooks in Linguistics)By Rene Kager
Free Download Optimality Theory (Cambridge Textbooks in Linguistics)By Rene Kager
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Optimality Theory (Cambridge Textbooks in Linguistics)By Rene Kager
Free Download Optimality Theory (Cambridge Textbooks in Linguistics)By Rene Kager
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This is an introduction to Optimality Theory, whose central idea is that surface forms of language reflect resolutions of conflicts between competing constraints. A surface form is 'optimal' if it incurs the least serious violations of a set of constraints, taking into account their hierarchical ranking. Languages differ in the ranking of constraints; and any violations must be minimal. The book does not limit its empirical scope to phonological phenomena, but also contains chapters on the learnability of OT grammars; OT's implications for syntax; and other issues such as opacity. It also reviews in detail a selection of the considerable research output which OT has already produced. Exercises accompany chapters 1-7, and there are sections on further reading. Optimality Theory will be welcomed by any linguist with a basic knowledge of derivational Generative Phonology.
- Sales Rank: #1157693 in eBooks
- Published on: 1999-06-28
- Released on: 1999-06-28
- Format: Kindle eBook
Review
"This volume is an excellent introduction to the principles and worlings of optimality theory, a relatively new constraint-based framework....a superior introduction to the most current version of optamality theory..." Studies in Second Language Acquisition
"Kager's book provides a comprehensive overview of OT theory and practice....It is noteworthy for its attention to detail and its analysis of arguments." Lanuage in Society
Language Notes
Text: English
About the Author
Rene Kager is Associate Professor of Language Development at Utrecht University. His books include A Metrical Theory of Stress and Destressing in Dutch (1989), The Prosody-Morphology Interface (with H. van der Hulst and W. Zonneveld, Cambridge 1999) and Optimality Theory (Cambridge, 1999).
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