On the Self-Reference of Yablo's Paradox
Evgeny Borisov's argument against Bueno and Colyvan is not correct. At the same time, their approach is not free of problems as well, as Jeffrey Ketland demonstrated. The arguments Borisov discusses along with approaches based on the theory of non-well-founded sets show that one of the principal problems in the debate on Yablo's paradox consists in the obscurity of the concept of self-reference.
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Keywords
парадокс Ябло, самореферентность, нефундированные множества, Yablo's paradox, self-reference, non-well-founded setsAuthors
Name | Organization | |
Domanov Oleg A. | Institute of Philosophy and Law of the Siberian Branch of the Russian Academy of Sciences | domanov@philosophy.nsc.ru |
References
Priest G. Yablo's paradox // Analysis. 1997. Vol. 57, № 4. P. 236-242. DOI: 10.1111/14678284.00081
Bueno O., Colyvan M. Paradox without satisfaction // Analysis. 2003. Vol. 63, № 2. P. 152156. DOI: 10.1111/1467-8284.00026
Cook R.T. There Are Non-Circular Paradoxes (but Yablo's Isn't One of Them!) // The Monist. 2006. Vol. 89, № 1. P. 118-149.
Ketland J. Yablo's Paradox and ю-Inconsistency // Synthese. Dordrecht, 2005. Vol. 145, № 3. P. 295-302. DOI: 10.1007/s11229-005-6201-6
Cook R.T. The Yablo Paradox : an Essay on Circularity. Oxford : OUP, 2014. 208 p.
Aczel P. Non-well-founded sets / with a forew. by J. Barwise. Stanford, CA : Stanford University, Center for the Study of Language, Information, 1988. xx, 137. (CSLI Lecture Notes; 14).

On the Self-Reference of Yablo's Paradox | Tomsk State University Journal of Philosophy, Sociology and Political Science. 2019. № 50. DOI: 10.17223/1998863X/50/21
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