David Bourget (Western Ontario)
David Chalmers (ANU, NYU)
Rafael De Clercq
Ezio Di Nucci
Jack Alan Reynolds
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Mind 110 (1):45--98 (2001)
This paper addresses three problems: the problem of formulating a coherent relativism, the Sorites paradox and a seldom noticed difficulty in the best intuitionistic case for the revision of classical logic. A response to the latter is proposed which, generalised, contributes towards the solution of the other two. The key to this response is a generalised conception of indeterminacy as a specific kind of intellectual bafflement-Quandary. Intuitionistic revisions of classical logic are merited wherever a subject matter is conceived both as liable to generate Quandary and as subject to a broad form of evidential constraint. So motivated, the distinctions enshrined in intuitionistic logic provide both for a satisfying resolution of the Sorites paradox and a coherent outlet for relativistic views about, e.g., matters of taste and morals. An important corollary of the discussion is that an epistemic conception of vagueness can be prised apart from the strong metaphysical realism with which its principal supporters have associated it, and acknowledged to harbour an independent insight
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Andy Egan (2014). There's Something Funny About Comedy: A Case Study in Faultless Disagreement. Erkenntnis 79 (1):73-100.
Max Kölbel (2009). The Evidence for Relativism. Synthese 166 (2):375-395.
Ragnar Francén (2010). No Deep Disagreement for New Relativists. Philosophical Studies 151 (1):19--37.
Elizabeth Barnes & Ross P. Cameron (2011). Back to the Open Future1. Philosophical Perspectives 25 (1):1-26.
Rosanna Keefe (2015). II—Modelling Higher-Order Vagueness: Columns, Borderlines and Boundaries. Aristotelian Society Supplementary Volume 89 (1):89-108.
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