On Indistinguishability and Prototypes

Logic Journal of the IGPL 11 (5):531-545 (2003)
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Abstract

Tolerance spaces are sets equipped with a reflexive, symmetric, but not necessarily transitive, relation of indistinguishability, and are useful for describing vagueness based on error-prone measurements. We show that any tolerance space can be embedded in one generated by comparisons using prototypical objects. As a result propositions, definable on a tolerance space can be translated into propositions behaving classically.

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Konstantinos Georgatos
City University of New York

Citations of this work

Geodesic Revision.Konstantinos Georgatos - 2009 - Journal of Logic and Computation 19 (3):447-459.
Conditioning by Minimizing Accessibility.Konstantinos Georgatos - 2010 - In Giacomo Bonanno, Benedikt Löwe & Wiebe Hoek (eds.), Logic and the Foundations of Game and Decision Theory €“ Loft 8. Springer Berlin Heidelberg. pp. 20-33.
Iterated Contraction Based on Indistinguishability.Konstantinos Georgatos - 2013 - In Sergei Artemov & Anil Nerode (eds.), LFCS 2013. Springer. pp. 194–205.
Geodesic merging.Konstantinos Georgatos - 2018 - Synthese 195 (10):4243-4264.

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