This book is the final version of the widely-circulated 1993 Technical Report that introduces a conception of grammar in which well-formedness is defined as optimality with respect to a ranked set of universal constraints.
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Alan Prince is Professor of Linguistics and a member of the Cognitive Science Center at Rutgers University and is, along with Paul Smolensky, one of the founders of Optimality Theory. He has published in journals such as Linguistic Inquiry, Science, Cognition, and Critical Inquiry.
Paul Smolensky is Professor of Cognitive Science at Johns Hopkins University. His publications include Learnability in Optimality Theory (with Bruce Tesar, 2000) and Mathematical Perspectives on Neural Networks (edited with Michael Mozer and David Rumelhart, 1996).
Available for the first time in book form, Prince and Smolensky's Optimality Theory is the seminal work in the field. This influential work:
• Defines grammatical well-formedness as optimality with respect to a ranked set of universal constraints
• Presents the theory both through examples and formally, emphasizing its core commitments: strict domination, the Markedness/Faithfulness distinction, strong universality of the constraint set, interlinguistic variation as variation in ranking
• Illuminates generalization patterns shared across empirically diverse phenomena ranging from epenthesis to infixation to complex dependencies among prominence, syllabification, stress and word-form
• Derives universals of basic syllable structure and constructs a prosodic theory based on multipolar scales, laying the groundwork for a domain-general approach to gradient interactions
• Shows how to obtain universal and language-particular inventories, identifies the role of optimality in structuring the lexicon, and deals with key foundational issues.
For the newcomer, this pivotal work serves as an excellent introduction to the principles and practice of Optimality Theory. For the professional audience, it will suggest many directions for further exploration and development.
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Hardcover. Condición: new. Hardcover. This book is the final version of the widely-circulated 1993 Technical Report that introduces a conception of grammar in which well-formedness is defined as optimality with respect to a ranked set of universal constraints. Final version of the widely circulated 1993 Technical Report that was the seminal work in Optimality Theory, never before available in book format. Serves as an excellent introduction to the principles and practice of Optimality Theory. Offers proposals and analytic commentary that suggest many directions for further development for the professional. Available for the first time in book form, Prince and Smolensky's Optimality Theory is the seminal work in the field. In it, the theory's fundamental ideas are developed in detail and their explanatory power demonstrated across a wide array of phonological domains. Shipping may be from multiple locations in the US or from the UK, depending on stock availability. Nº de ref. del artículo: 9781405119320
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Hardcover. Condición: new. Hardcover. This book is the final version of the widely-circulated 1993 Technical Report that introduces a conception of grammar in which well-formedness is defined as optimality with respect to a ranked set of universal constraints. Final version of the widely circulated 1993 Technical Report that was the seminal work in Optimality Theory, never before available in book format. Serves as an excellent introduction to the principles and practice of Optimality Theory. Offers proposals and analytic commentary that suggest many directions for further development for the professional. Available for the first time in book form, Prince and Smolensky's Optimality Theory is the seminal work in the field. In it, the theory's fundamental ideas are developed in detail and their explanatory power demonstrated across a wide array of phonological domains. Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability. Nº de ref. del artículo: 9781405119320
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