1975
DOI: 10.1007/bf00485047
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Vagueness, truth and logic

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Cited by 1,087 publications
(391 citation statements)
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“…This result has important implications for the philosophical debate concerning the best way to treat vague statements. For example Kamp and Partee's (1995) treatment of vagueness using Fine's Supervaluations (Fine, 1975) requires that the borders of the region of vagueness are themselves less vague. (There is a risk of an infinite regress in which there is a region where the truth of a statement is vague, then there is vagueness about where that region itself begins, then vagueness about where the vagueness of the region begins, and so forth.)…”
Section: Discussionmentioning
confidence: 99%
“…This result has important implications for the philosophical debate concerning the best way to treat vague statements. For example Kamp and Partee's (1995) treatment of vagueness using Fine's Supervaluations (Fine, 1975) requires that the borders of the region of vagueness are themselves less vague. (There is a risk of an infinite regress in which there is a region where the truth of a statement is vague, then there is vagueness about where that region itself begins, then vagueness about where the vagueness of the region begins, and so forth.)…”
Section: Discussionmentioning
confidence: 99%
“…²⁹ I owe these examples to Mario Gómez Torrente. ³⁰ Fine (1975) offers the classical supervaluationist account. Alternative accounts of vagueness might well find alternative ways of accounting for the anti-contextualist intuitions I am prepared to grant, but I need to offer a sufficiently specific one and this is the one I take to be correct.…”
Section: Fn:30mentioning
confidence: 99%
“…Some threshold appears only when a fuzzy category is made crisp by forcing individuals into a black-or-white membership decision. However, if this threshold separating membership from non-membership exists, then the excluded middle and contradiction laws will hold for vague concepts, and membership grades only stem from a noisy threshold (Fine, 1975). If this theshold does not exist, then these basic laws of logic will not necessarily hold.…”
Section: World and Wordsmentioning
confidence: 99%
“…In that sense, fuzzy sets do not have exactly the same concern as other approaches to vagueness. For instance, K. Fine (1975) proposes that statements about a vague predicate be taken to be true if and only if they hold for all possible ways of making the predicate precise. It enables the classical logical relationships between a vague predicate A and its negation not-A to be preserved.…”
Section: Representations Of a Fuzzy Setmentioning
confidence: 99%
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