David Bourget (Western Ontario)
David Chalmers (ANU, NYU)
Rafael De Clercq
Jack Alan Reynolds
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If you’ve read the first five hundred pages of this book, you’ve read most of it (we assume that ‘most’ requires more than ‘more than half’). The set of natural numbers n such that the first n pages are most of this book is nonempty. Therefore, by the least number principle, it has a least member k. What is k? We do not know. We have no idea how to find out. The obstacle is something about the term ‘most’. It is recognisably the same feature as the feature of ‘heap’ that prevents us from finding an answer to the question ‘How many grains make a heap?’ and the feature of many other expressions that prevents us from finding answers to similar questions involving them. Call this feature, whatever its underlying nature, vagueness.
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Citations of this work BETA
Ken Akiba (2004). Vagueness in the World. Noûs 38 (3):407–429.
Giovanni Boniolo & Silvio Valentini (2008). Vagueness, Kant and Topology: A Study of Formal Epistemology. Journal of Philosophical Logic 37 (2):141 - 168.
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