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  1. The Trivial Object and the Non-Uiviality of a Semantically Closed Theory with Descriptions.Graham Priest - 1998 - Journal of Applied Non-Classical Logics 8 (1-2):171-183.
    After indicating why this is needed, the paper proves a non-triviality result for paraconsistent theory containing arithmetic, naive truth and denotation predicates, and descriptions. The result is obtained by dualising a construction of Kroon. Its most notable feature is that there is a trivial object- one that has every property.
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