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Description - Frege on Definitions by John F. Horty

In this short monograph, John Horty explores the difficulties presented for Gottlob Frege's semantic theory, as well as its modern descendents, by the treatment of defined expressions. The book begins by focusing on the psychological constraints governing Frege's notion of sense, or meaning, and argues that, given these constraints, even the treatment of simple stipulative definitions led Frege to important difficulties. Horty is able to suggest ways out of these difficulties that are both philosophically and logically plausible and Fregean in spirit. This discussion is then connected to a number of more familiar topics, such as indexicality and the discussion of concepts in recent theories of mind and language. In the latter part of the book, after introducing a simple semantic model of senses as procedures, Horty considers the problems that definitions present for Frege's idea that the sense of an expression should mirror its grammatical structure. The requirement can be satisfied, he argues, only if defined expressions-and incomplete expressions as well-are assigned senses of their own, rather than treated contextually. He then explores one way in which these senses might be reified within the procedural model, drawing on ideas from work in the semantics of computer programming languages. With its combination of technical semantics and history of philosophy, Horty's book tackles some of the hardest questions in the philosophy of language. It should interest philosophers, logicians, and linguists.

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Book Details

ISBN: 9780195314410
ISBN-10: 0195314417
Format: Hardback
(243mm x 160mm x 19mm)
Pages: 176
Imprint: Oxford University Press Inc
Publisher: Oxford University Press Inc
Publish Date: 16-Nov-2007
Country of Publication: United States

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Author Biography - John F. Horty

John Horty is a Professor in the Philosophy Department and the Institute for Advanced Computer Studies at the University of Maryland. He is the author of Agency and Deontic Logic (Oxford, 2001) as well as papers on a variety of topics in logic, philosophy, and computer science.

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