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Logics with Impossibility as the Negation and Regular Extensions of the Deontic Logic D2

Krystyna Mruczek-NasieniewskaMarek Nasieniewski — 2017

Bulletin of the Section of Logic

In [1] J.-Y. Bèziau formulated a logic called Z. Bèziau’s idea was generalized independently in [6] and [7]. A family of logics to which Z belongs is denoted in [7] by K. In particular; it has been shown in [6] and [7] that there is a correspondence between normal modal logics and logics from the class K. Similar; but only partial results has been obtained also for regular logics (see [8] and [9]). In (Došen; [2]) a logic N has been investigated in the language with negation; implication; conjunction...

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