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- W48436661 abstract "This paper just contains some reflections on the well known classical ’Sorites Paradox’, under which it appears that some imprecise linguistic terms cannot have a crisp extension, that there is no any subset containing the elements in the universe verifying the term. Such reflections are conducted from a typically layperson’s point of view that heaps are not definable by means of the number of grains of sand they have, but mainly by its three-dimensional shape. Representing imprecise terms P by means of fuzzy sets, or contextual membership functions, it is shown that the Black’s separation point is sometimes uniquely determinable, and that it always exists a crisp subset whose elements are ’more’ P than either not P, or an opposite of P. Additionally, some considerations on the case of heaps once compared with the shape of either a pyramid, or a circular cone, are done." @default.
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- W48436661 date "2013-01-01" @default.
- W48436661 modified "2023-10-17" @default.
- W48436661 title "A Layperson Reflection on Sorites" @default.
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- W48436661 doi "https://doi.org/10.1007/978-3-642-36527-0_15" @default.
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