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Item Details
Title: THE LOGIC OF METAPHOR
ANALOGOUS PARTS OF POSSIBLE WORLDS
By: Eric Steinhart
Format: Hardback

List price: £109.99


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ISBN 10: 079237004X
ISBN 13: 9780792370048
Publisher: KLUWER ACADEMIC PUBLISHERS
Series: Synthese Library v. 299
Pages: 256
Description: The Logic of Metaphor uses techniques from possible worlds semantics to provide formal truth-conditions for many grammatical classes of metaphors. This book treats lexicon as a conceptual network with semantics provided by an intensional predicate calculus. It shows how to extend deductive and adductive inference systems so as to handle metaphors.
Synopsis: 1. Metaphors and Logic Metaphors are among the most vigorous offspring of the creative mind; but their vitality springs from the fact that they are logical organisms in the ecology of l- guage. I aim to use logical techniques to analyze the meanings of metaphors. My goal here is to show how contemporary formal semantics can be extended to handle metaphorical utterances. What distinguishes this work is that it focuses intensely on the logical aspects of metaphors. I stress the role of logic in the generation and int- pretation of metaphors. While I don't presuppose any formal training in logic, some familiarity with philosophical logic (the propositional calculus and the predicate c- culus) is helpful. Since my theory makes great use of the notion of structure, I refer to it as the structural theory of m etaphor (STM). STM is a semant ic theory of m etaphor : if STM is correct, then metaphors are cognitively meaningful and are n- trivially logically linked with truth. I aim to extend possible worlds semantics to handle metaphors.I'll argue that some sentences in natural languages like English have multiple meanings: "Juliet is the sun" has (at least) two meanings: the literal meaning "(Juliet is the sunkIT" and the metaphorical meaning "(Juliet is the sun)MET". Each meaning is a function from (possible) worlds to truth-values. I deny that these functions are identical; I deny that the metaphorical function is necessarily false or necessarily true.
Illustrations: biography
Publication: US
Imprint: Kluwer Academic Publishers
Returns: Returnable
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