Liars and Heaps: New Essays on Paradox by Jc BeallLiars and Heaps: New Essays on Paradox by Jc Beall

Liars and Heaps: New Essays on Paradox

EditorJc Beall

Paperback | January 20, 2004

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Semantic and soritical paradoxes challenge entrenched, fundamental principles about language - principles about truth, denotation, quantification, and, among others, 'tolerance'. Study of the paradoxes helps us determine which logical principles are correct. So it is that they serve not onlyas a topic of philosophical inquiry but also as a constraint on such inquiry: they often dictate the semantic and logical limits of discourse in general. Sixteen specially written essays by leading figures in the field offer new thoughts and arguments about the paradoxes.
JC Beall is in the Department of Philosophy, University of Connecticut.
Title:Liars and Heaps: New Essays on ParadoxFormat:PaperbackDimensions:382 pages, 9.21 × 6.14 × 0.83 inPublished:January 20, 2004Publisher:Oxford University PressLanguage:English

The following ISBNs are associated with this title:

ISBN - 10:0199264813

ISBN - 13:9780199264810

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Table of Contents

Part I: Soritical Paradoxes1. Graham Priest: A Site for Sorites2. Achille C. Varzi: Cut-Offs and their Neighbours3. Stewart Shapiro: Vagueness and Conversation4. Rosanna Keefe: Context, Vagueness, and the Sorites5. Crispin Wright: Vagueness: A Fifth Column Approach6. Richard G. Heck, Jr.: Semantic Accounts of Vagueness7. Scott Soames: Higher-Order Vagueness for Partially Defined Predicates8. Michael Glanzberg: Against Truth-Value Gaps9. Delia Graff: Gap Principles, Penumbral Consequence, and Infinitely Higher-Order VaguenessPart II: Semantic Paradoxes10. Roy A. Sorensen: A Definite No-No11. Keith Simmons: Reference and Paradox12. J. C. Beall: On the Singularity Theory of Denotation13. Hartry Field: The Semantic Paradoxes and the Paradoxes of Vagueness14. Stephen Yablo: New Grounds for Naive Truth Theory15. Agustin Rayo and Timothy Williamson: A Completeness Theorem for Unrestricted First-Order Languages16. Vann McGee: Universal Universal Quantification