Embedding And Interpolation For Some Paralogics. The Propositional Case

Reports on Mathematical Logic:29-44 (1999)
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Abstract

We consider the very weak paracomplete and paraconsistent logics that are obtained by a straightforward weakening of Classical Logic, as well as some of their maximal extensions that are a fragment of Classical Logic. We prove that these logics may be faithfully embedded in Classical Logic, and that the interpolation theorem obtains for them.

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