Is there any system of modal logic in which the duality between necessity and possibility does not hold? In other words, is there any system of modal logic in which
$\Box p = \neg\Diamond\neg p$ and $\Diamond p = \neg\Box\neg p$
does not hold?
Is there any system of modal logic in which the duality between necessity and possibility does not hold? In other words, is there any system of modal logic in which
$\Box p = \neg\Diamond\neg p$ and $\Diamond p = \neg\Box\neg p$
does not hold?
Copyright © 2021 JogjaFile Inc.