Yablo's paradox: Difference between revisions

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+#REDIRECT [[Stephen Yablo#Yablo's paradox]]
-Yablo's paradox is a liar-like paradox without any apparent self-reference published by [[Stephen Yablo]] in 1993.
+{{Rcat shell|
-== The paradox ==
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+{{R from merge|Stephen Yablo}}
+{{R with possibilities}}
-The paradox arises from considering the following infinite set of sentences:
+{{R to section}}
+{{R printworthy}}
-* (S1): for all k >1, Sk is false
+}}
-* (S2): for all k >2, Sk is false
+[[Category:Eponymous paradoxes]]
-* (S3): for all k >3, Sk is false
+[[Category:Logical paradoxes]]
-* ...
-* ...
-The set is paradoxical, because it is unsatisfiable (contradictory), but this unsatisfiability defies immediate intuition.
-Moreover, none of the sentences refers to itself, but only to the subsequent sentences; and this leads Yablo to claim that his liar-like paradox does not rely on self-reference.
-==External links==
-*[http://www.mit.edu/~yablo/pwsr.pdf "Paradox Without Self-Reference"] - ''Analysis'', vol. 53 (1993), pp. 251–52
-[[Category:Paradoxes]]