Abstract
In this two-part paper we present paranormal modal logic: a modal logic which is both paraconsistent and paracomplete. Besides using a general framework in which a wide range of logics - including normal modal logics, paranormal modal logics and classical logic - can be defined and proving some key theorems about paranormal modal logic (including that it is inferentially equivalent to classical normal modal logic), we also provide a philosophical justification for the view that paranormal modal logic is a formalization of the notions of skeptical and credulous plausibility. © Nicolaus Copernicus University (Toruń) 2013.
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Silvestre, R. S. (2013). Paranormal modal logic - Part II K?, K and classical logic and other paranormal modal systems. Logic and Logical Philosophy, 22(1), 89–130. https://doi.org/10.12775/LLP.2013.006
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