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  • Vagueness and Contradiction

    Vagueness and Contradiction by Sorensen, Roy;

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    Product details:

    • Publisher OUP Oxford
    • Date of Publication 27 September 2001

    • ISBN 9780199241309
    • Binding Hardback
    • No. of pages208 pages
    • Size 224x146x16 mm
    • Weight 401 g
    • Language English
    • Illustrations 8 figures
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    Short description:

    Roy Sorensen presents a lively original treatment of the ancient problem of vagueness. According to his epistemicist approach, the answer to questions like 'Did Buddha become a fat man in one second?' and 'Is there a tallest short giraffe?' is yes! There may seem to be vagueness in the way the world is divided up, but Sorensen argues that the divisions are in fact sharp-it's just that we often don't know where they are, and so find this hard to believe. Written in Sorensen's unique style, inventive and amusing, Vagueness and Contradiction has some serious things to say about language and logic, about the way the world is and about our understanding of it.

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    Long description:

    Did Buddha become a fat man in one second? Is there a tallest short giraffe?

    Epistemicists answer 'Yes!' They believe that any predicate that divides things divides them sharply. They solve the ancient sorites paradox by picturing vagueness as a kind of ignorance. The alternative solutions are radical. They either reject classical theorems or inference rules or reject our common sense view of what can exist. Epistemicists spare this central portion of our web of belief by challenging peripheral intuitions about the nature of language.
    So why is this continuation of the status quo so incredible? Why do epistemicists themselves have trouble believing their theory?
    In Vagueness and Contradiction Roy Sorensen traces our incredulity to linguistic norms that build upon our psychological tendencies to round off insignificant differences. These simplifying principles lead to massive inconsistency, rather like the rounding off errors of calculators with limited memory. English entitles speakers to believe each 'tolerance conditional' such as those of the form 'If n is small, then n + 1 is small.' The conjunction of these a priori beliefs entails absurd conditionals such as 'If 1 is small, then a billion is small.' Since the negation of this absurdity is an a priori truth, our a priori beliefs about small numbers are jointly inconsistent. One of the tolerance conditionals, at the threshold of smallness, must be an analytic falsehood that we are compelled to regard as a tautology.
    Since there are infinitely many analytic sorites arguments, Sorensen concludes that we are obliged to believe infinitely many contradictions. These contradictions are not specifically detectable. They are ineliminable, like the heat from a light bulb. Although the light bulb is not designed to produce heat, the heat is inevitably produced as a side-effect of illumination.
    Vagueness can be avoided by representational systems that make no concession to limits of perception, or memory, or testimony. But quick and rugged representational systems, such as natural languages, will trade 'rationality' for speed and flexibility.
    Roy Sorensen defends epistemicism in his own distinctive style, inventive and amusing. But he has some serious things to say about language and logic, about the way the world is and about our understanding of it.

    Sorensen's book is well worth reading. His version of epistemicism is a more robust version than Williamson's, and his arguments for being rationally compelled towards inconsistency are important and interesting in themselves ... Anyone working in the philosophy of language will benefit from reading the book; and anyone working on the paradoxes must read the book. I strongly recommend the book as a central text for classes in the philosophy of language (at either the undergraduate or graduate level).

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    Table of Contents:

    Introduction
    Absolute Borderline Cases
    Intellectual Embarrassment without Vagueness
    Forced Analytical Errors
    Inconsistent Machines
    Sainsbury's Spectra and the Penrose Triangle
    Does Apriority Agglomerate?
    Analytic Sorites and the Cheshire Cat
    Believing the Impossible
    Reason Demands Belief in Infinitely Many Contradictions
    The Viral Theory of Inconsistency
    Truthmaker Gaps
    References, Index

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